1
1 Applying multi-state modeling using AlphaFold2 for
2 kinases and its application for ensemble screening
3
4 Jinung Song1¶, Junsu Ha2¶, Juyong Lee1,2,3, Junsu Ko2, Woong-Hee Shin2,4*
5 1 College of Pharmacy, Seoul National University, Seoul, Republic of Korea
6 2 Arontier Co., Seoul, Republic of Korea
7 3 Department of Molecular Medicine and Biopharmaceutical Sciences, Graduate School of
8 Convergence Science and Technology, Seoul, Republic of Korea
9 4 Department of Biomedical Informatics, Korea University College of Medicine, Seoul, Republic
10 of Korea
11
12 * Corresponding author
13 E-mail:
[email protected] (WHS)
14
15 ¶: These authors contributed equally to this work.
16
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17 Abstract
18 Structure-based virtual screening (SBVS) is a pivotal computational approach in drug
19 discovery, enabling the identification of potential drug candidates within vast chemical libraries
20 by predicting their interactions with target proteins. The SBVS relies on the receptor protein
21 structures, making it sensitive to structural variations. Kinase, one of the major drug targets, is
22 known as one of the typical examples of an active site conformation change caused by the type
23 of binding inhibitors. Examination of human kinase structures shows that the majority of
24 conformations have the DFGin state. Thus, SBVS using the structures might cause a favor of
25 type of ligand type I inhibitors, bind to the DFGin state, rather than finding the diverse scaffolds.
26 Recent advances in protein structure prediction, such as AlphaFold2 (AF2), offer promising
27 solutions but may still be possibly influenced by the structural bias in existing templates.
28 To address these challenges, we introduce a multi-state modeling (MSM) protocol for kinase
29 structures. We apply MSM to AF2 by providing state-specific templates, allowing us to
30 overcome structural biases and thus apply them to kinase SBVS. We benchmarked our MSM
31 models in three categories: quality of predicted models, reproducibility of ligand binding poses,
32 and identification of hit compounds by ensemble SBVS. The results demonstrate that MSM-
33 generated models exhibit comparable or improved structural accuracy compared to standard AF2
34 models. We also show that MSM models enhance the accuracy of cognate docking, effectively
35 capturing the interactions between kinases and their ligands.
36 In virtual screening experiments using DUD-E compound libraries, our MSM approach
37 consistently outperforms standard AF2 modeling. Notably, MSM-based ensemble screening
38 excels in identifying diverse hit compounds for kinases with structurally diverse active sites,
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39 surpassing standard AF2 models. We highlight the potential of MSM in broadening the scope of
40 kinase inhibitor discovery by facilitating the identification of chemically diverse inhibitors.
41
42 Author Summary
43 One of the main problems with structure-based virtual screening is structural flexibility.
44 Ensemble screening is one of the conventional approaches to solving the issue. Gathering
45 experimental structures or molecular simulations could be used to compile the receptor
46 structures. Recent developments in algorithms for predicting protein structures, like AlphaFold2,
47 suggest that different receptor conformations could be produced. However, the prediction
48 approaches produce biased structures because of the bias in the structure database. In order to
49 solve the problem, we developed a protocol called multi-state modeling for kinases. Rather than
50 supplying multiple sequence alignments as an input, we gave the AlphaFold2 a specific template
51 structure and the sequence alignment between the template and query.
52 Our findings imply that our technique can yield a particular structural state of interest with an
53 enhanced or comparable structural quality to AlphaFold2 and predict highly accurate protein-
54 ligand complex structures. Lastly, compared to the typical AlphaFold2 models, ensemble
55 screening using the multi-state modeling approach improves the structure-based virtual screening
56 performance, particularly for diverse active molecular scaffolds.
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57 Introduction
58 Structure-based virtual screening (SBVS) is one of the most widely used computational
59 drug discovery approaches to identify novel active compounds against the target from a virtual
60 molecule library. By predicting the interaction between the ligand and the target protein, the
61 technique ranks the ligands based on their scores that mimic the binding affinity between the
62 molecules. The SBVS is a cost- and time-efficient way to explore the vast chemical space, by
63 significantly narrowing down the number of drug candidates that need to be synthesized and
64 tested in experiments. Calculating the interaction between the receptor and ligand can be done in
65 various ways: molecular docking, molecular dynamics, fingerprint, pharmacophore matching,
66 and so forth. As its name implies, the method requires the target protein structure, and the
67 performance depends on the protein conformation. For targets whose experimental structures are
68 not available, researchers should predict the three-dimensional structures using methods such as
69 homology modeling.
70 One of the major obstacles in the SBVS method, especially molecular docking, is caused by its
71 static picture of a receptor structure. Proteins are flexible molecules, so they can change their
72 shape depending on the binding partners. The structural change for receptor protein might lead to
73 a failure of molecular docking [1-3]. One of the techniques for treating receptor flexibility is
74 ensemble screening. The method uses pre-generated diverse receptor structures gathered from
75 experimental structure databases or simulation trajectories such as molecular dynamics or normal
76 mode analysis. Ligands in the screening library are docked to individual structures and ranked by
77 their representative scores. There are various methods to get the representative score: arithmetic
78 mean, harmonic mean, etc. Since the ensemble method uses multiple target structures, it is
79 important to reflect the structural diversity when selecting the receptor ensemble. However, the
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80 crystal structures of the target would be biased to thermodynamically stable states or the major
81 type of inhibitor-bound form. This might make the screening for obtaining diverse scaffolds or
82 even lead to a failure in the SBVS even structural ensembles are used.
83 Kinases are one of the typical examples having structural diversity. They play a key role
84 in biological processes in phosphorylation transferring a phosphate group from ATP to proteins.
85 Since the process modulates key cellular operations like cell cycle regulation, metabolism, and
86 apoptosis, kinases have become attractive targets in drug discovery. According to Santos et al.
87 [4], kinases belong to one of the four main target families, which are G protein-coupled receptors
88 (GPCRs), ion channels, nuclear receptors, and kinases. In the ChEMBL database [5], the kinases
89 are targeted by 14.2% of compounds.
90 The kinase domain, a structural domain with catalytic function, has a highly conserved structure.
91 It is composed of an N-lobe and a C-lobe, linked by a hinge region [6]. The N-lobe is structured
92 with five β-strands and a single alpha helix, known as the C-helix, while the C-lobe is comprised
93 of multiple alpha helices. The catalytic activity of kinase domains is regulated by two loops,
94 namely the activation loop and the catalytic loop. The His-Arg-Asp (HRD) motif of the catalytic
95 loop directly interacts with the hydroxyl group of the target protein residue (serine, threonine, or
96 tyrosine) set for phosphorylation. The Asp-Phe-Gly (DFG) motif found in the N-terminal of the
97 activation loop plays a crucial role in anchoring ATP to the active site. The conformational states
98 of the active site of kinase domains are classified as DFGin, DFGinter, or DFGout, based on the
99 orientation of the aspartic acid of the DFG motif relative to the site. Fig 1 illustrates two distinct
100 structural states, DFGin (Fig 1A) and DFGout (Fig 1B), of BRAF. The DFGin state locates Phe
101 of the DFG motif into the ATP binding pocket, allowing kinase to hold ATP, thus it is called the
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102 active state. On the other hand, DFGout conformation directs the Phe out of the ATP binding
103 pocket, so it is classified as an inactive state.
104
105 Fig 1. The structure of kinase domain and key structural elements. The active state (DFGin-
106 BLAminus) of BRAF (PDB ID: 6UAN, A) and the inactive state (DFGout-BBAminus) of BRAF
107 (PDB ID: 8C7X, B). The active site is focused in the red box on the right of each panel. The
108 activation loop and DFG motif changes conformation depending on the state.
109
110 The kinase inhibitors can be categorized depending on the binding site conformation of kinases
111 and the place the compounds bind. Type I inhibitors are the ones that bind to the ATP-binding
112 site and thus compete with ATP. Most type I inhibitors bind to the DFGin state. We observed
113 that the majority of experimentally determined human kinase structures form DFGin state (87%,
114 as of May 2023). On the other hand, type II inhibitors often associate with the kinase to the
115 DFGout state. The type II compounds tend to occupy ATP-binding site partially and a
116 hydrophobic pocket close to the ATP-binding site, which is opened when the activation loop
117 forms the DFGout conformation. In general, type II inhibitors have more selectivity than type I
118 inhibitors. According to Hari et al. [7], the type II inhibitors' selectivity is influenced by the
119 inherent variations in kinase's capacity to adopt the DFGout conformation. Lastly, type III
120 inhibitors, sometimes referred to as allosteric inhibitors, bind to a kinase site that is not directly
121 connected to the ATP-binding site. Therefore, it is crucial to take into account as many different
122 structural states of kinases as possible to find diverse hit molecules for SBVS.
123 Recent advances in protein structure prediction using deep learning techniques, such as
124 AlphaFold2 (AF2) [8] and RoseTTAFold [9], allow for accurate modeling of protein structures.
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125 However, these methods rely on pre-trained models from the PDB database, so the generated
126 models might be affected by the conformational state distribution in the PDB if the protein can
127 form diverse structures. Therefore, the methods could produce kinase structures similar to the
128 DFGin state, and thus SBVS targeting kinases using the predicted models could potentially yield
129 outcomes favoring type I inhibitors even using the modeled structures.
130 To solve the issue, Heo and Feig [10] suggest a method called multi-state modeling (MSM) to
131 predict GPCRs with high accuracy of the desired structural state. The authors found that
132 predicted models by AF2 tend to have either active or inactive states depending on GPCR classes
133 due to the small number of experimentally determined structures of GPCRs. Instead of providing
134 multiple sequence alignment (MSA) as an input of AF2, the authors align a query sequence to a
135 template sequence with the structural state of interest. The MSM technique showed an improved
136 performance of modeling for GPCRs. Cognate docking using MSM models also showed
137 enhanced accuracy with smaller root-mean-square-distance (RMSD) from the crystal structure.
138 Inspired by the work, we established an MSM protocol for modeling the kinase structures
139 to overcome the structural bias of kinases for SBVS by giving state-specific templates to AF2.
140 All human kinase experimental structures were classified by the active site conformation using
141 KinCoRe [11] to construct a state-specific template database. Our protocol was able to predict
142 kinase conformations with the desired structural state with a high accuracy. Then we
143 benchmarked cognate docking to observe the MSM models produced accurate binding modes
144 with lower RMSD than standard AF2 models. Finally, we performed ensemble SBVS with
145 generated models by MSM. The ensemble method showed higher performance compared to
146 screening with modeled structures using AF2, especially when the active molecules are diverse.
147
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148 Results and Discussion
149 Conformation Distributions of Experimental Kinase Structures and
150 AlphaFold2 Predicted Models
151 Proteins are flexible molecules, so they may change their structures when bind to their
152 partners. This conformational change could act as an obstacle to SBVS. The active site of
153 kinases also forms diverse conformations depending on the type of the binding compound. For
154 example, the DFGin state binds to the type I inhibitor, while the DFGout state binds to the type II
155 inhibitor. Dunbrack and his colleagues introduced a rule, called KinCoRe [11], to classify the
156 kinase structure. The rule classifies structural states of kinase structures into 12 categories based
157 on the spatial state of the activation loop and the dihedral angle of DFG motif. Details of the
158 criteria can be found in the Materials and Methods section and Modi et al [11].
159 Fig 2 shows a distribution of kinase conformational states annotated by KinCoRe scheme [11] in
160 the PDB database (blue bar). Based on the KinCoRe notation, more than half (53.6%) of
161 experimentally determined kinase structures have DFGin-BLAminus conformation. Details of
162 the structure distribution are shown in Supplementary Material (S1 Table). Other than the major
163 state, the other conformational states occupy less than 10% of PDB structures.
164
165 Fig 2. Distribution of crystal structures and standard AF2 structures for each kinase
166 conformation. The X-axis is conformational states annotated by KinCoRe and the y-axis is the
167 percentage of each state. All human crystal kinase structures deposited in RCSB-PDB, DUD-E
168 target protein crystal structures, and predicted AF2 models with default parameters (standard
169 AF2) are colored as blue, orange, and green, respectively.
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170
171 The preference for the DFGin state in experimentally determined structures might be influenced
172 by the thermodynamic stabilities of the conformational states. Meng et al [12], studied the
173 transition between the structural states of c-Abl and c-Src kinases using umbrella sampling and
174 the potential of mean force. With a difference of 1.4 kcal/mol, the DFGin state of c-Abl has a
175 lower Gibbs free energy than the DFGout state. The calculation shows the active conformation
176 (DFGin) is the dominant population while the DFGout state occupied only 9% in their
177 simulation. Similarly, for c-Src, the DFGin state is more favored than the DFGout state. The free
178 energy difference between the states is calculated as 5.4 kcal/mol. The authors also studied a
179 thermodynamic barrier of the transition between the states [13]. It is estimated as the order of 2-4
180 kcal/mol making the transition from highly populated the DFGin state to the DFGout state hard.
181 Levy and his colleagues [14] collected 2,896 kinase structures and multiple sequence alignment
182 and applied Potts model to predict structural propensities from sequences. With the statistical
183 potential, most of the kinases are predicted to have preferences for the DFGin state. The penalty
184 for forming the DFGout state reaches 2-3 kcal/mol for the extreme case.
185 Not only for the thermodynamic preference, but the type of kinase inhibitor distribution might
186 also affect the skewness of kinase structures. We counted the number of compounds in kinase
187 inhibitor types from PKIDB (assessed August 2023) [15]. PKIDB is a curated database of kinase
188 inhibitors in clinical trials. Out of 369 compounds in the database, only 84 molecules have their
189 inhibition type annotation, because annotating the ligand type needs the complex structure. Type
190 I inhibitor (DFGin bound) is the dominant form, occupying 66% (55 compounds) of the
191 annotated inhibitors. In contrast, 17 molecules are labeled as type II (DFGout bound). Thus,
192 DFGin conformation (active state) might have more chance to be crystallized than the DFGout
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193 state. The biased conformational states of kinases would make the discovery of chemically
194 diverse kinase inhibitors harder.
195 We also examined the conformational state distribution of 25 DUD-E targets [16], that are
196 benchmarked throughout this study, in the PDB database (orange bar). DUD-E is a widely used
197 benchmark dataset for evaluating virtual screening methods, composed of pharmaceutically
198 important targets such as GPCRs, kinases, and nuclear receptors. Among the set, we extracted 25
199 kinase targets for benchmarking. The experimental structures are less biased than all PDB
200 structures, about 30% of DUD-E proteins have DFGin-BLAminus conformation. The other
201 states tend to have a higher proportion than the PDB structure distribution of the states. The
202 difference in the state distribution between all kinases and DUD-E targets potentially means that
203 the highly biased nature of kinase structures might not be suitable for finding diverse types of
204 kinase inhibitor discovery.
205 From an MSA of a given sequence, AF2 [8] extracts coevolution information by the MSA
206 Transformer and predicts the three-dimensional structure based on the information and deep-
207 learning models trained on existing protein structures. We modeled 25 kinase catalytic domains
208 provided in the DUD-E kinase subset with the default parameters of AF2 resulting in 125
209 structures (five models per target), then assigned the conformational states of the models using
210 KinCoRe. Throughout this paper, AF2 with default parameters is called standard AF2. The
211 average plDDT and MolProbity [17] score of the predicted structures is 89.38 and 1.04,
212 respectively. This implies that they are properly modeled. Out of 125 predicted models, 91
213 structures (72%) are annotated to have DFGin-BLAminus conformation (green bar). The
214 distribution of predicted models is more skewed than all human kinase structures and the DUD-E
215 set proteins. However, the other states have a lower proportion than the experimental structures.
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216 The standard AF2 did not produce DFGin-ABAminus, DFGin-BLBtrans, DFGinter-BABtrans,
217 and DFGout-Unassigned conformations, which occupy a small portion of the human kinase PDB
218 structures (7.3%, 3.0%, 0.3%, and 3.2%, respectively, S1 Table). Since the experimentally
219 determined kinase structures are biased to the DFGin-BLAminus, predicted kinase structures by
220 AF2 might have a chance to be biased to the conformation, which can be observed in previous
221 research [10]. In addition to the biased trained models, the template selection process in AF2
222 modeling does not take the structural state of the kinase into account.
223
224 Predicting State-specific Kinase Structures using Multi-state
225 Modeling Protocol
226 AF2 with MSM protocol provides conformational state-specific structures as templates
227 for AF2 models. All human kinase structures from the KLIFS database [18] and further
228 classified by their structural state following KinCoRe rules [11]. For each state, the five highest
229 sequence similar structures were selected as templates. Then AF2 was executed with the
230 template information to predict five models for each template. The models with undesired
231 conformational state were removed, and then the model with the highest plDDT was selected for
232 our benchmark. The overall workflow is illustrated in Fig 3. Details of the kinase MSM protocol
233 are elaborated in the Materials and Methods section.
234
235 Fig 3. Workflow of multi-state modeling of kinases
236
237 We prepared two template sets, a trivial template (TT) set containing 100% sequence identical
238 structural template and a nontrivial template (NT) set not having identical protein. With our
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239 MSM protocol, AF2 was able to model structures in a specific state, producing 8.5 and 8.2
240 models with TT set and NT set on average, respectively. The number of predicted models for
241 each target ranges from three (WEE1) to 11 (ABL1 and LCK, S2 Table). The average plDDT
242 scores of structures are 89.63 and 88.08 for models from the TT set and NT set, respectively,
243 showing comparable values to the standard AF2 predictions (89.38). As expected, TT set models
244 have higher accuracy on average than NT set, but their difference is marginal. The distribution of
245 the MolProbity score is given in S1 Fig. We also examined the quality of models for each
246 structural state. The average plDDT values range from 86.62 (DFGin-BLAplus) to 94.48
247 (DFGin-BLAminus), meaning that the quality of the models does not depend much on the
248 structural state of kinases. The highest plDDT score of DFGin-BLAminus might be caused by
249 the highest frequency of the state in the PDB database (S1 Table). The Pearson’s correlation
250 coefficient between the average plDDT and percentage in the PDB structure of each structural
251 state is 0.739. Even though the MSM protocol provides a structural template for AF2, the model
252 quality might be influenced by the pre-trained models of AF2, so the average plDDT of each
253 model follows the distribution of the crystal structure.
254 The TT set model and the NT set model have average MolProbity scores of 1.21 and 1.24,
255 respectively. These figures represent a modest decline from the baseline AF2 models (1.04). We
256 also examined each structural state's average MolProbity score. 1.06 (DFGin-ABAminus) is the
257 lowest value, and 1.33 (DFGinter-Unassigned) is the highest. For DFGin-BLAminus, the highest
258 populated states for both PDB and standard AF2, MSM models show the average MolProbity
259 score as 1.08. The average MolProbity score and the distribution in the PDB structure have a -
260 0.59 Pearson's correlation coefficient, indicating a weak correlation, and the high score of
261 MolProbity might be caused by the states with the small PDB populated states.
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262 To investigate the accuracy of the models, we measured the TM-Score [19] of predicted models
263 to crystal structures given in the DUD-E set, called ‘reference structure’ throughout this paper.
264 TM-Score assesses a structural similarity between two given proteins, ranging from zero (not
265 similar) to one (identical). For MSM models, we used the predicted structures in the same
266 structural state as the reference. The average TM-Scores are 0.92 and 0.90 for the models
267 predicted using TT and NT sets, respectively. Compared with standard AF2 models (average
268 TM-Score: 0.87), the MSM technique provided more similar models than the standard AF2
269 protocol, which is expected since the MSM provides structural templates. Models with TT sets
270 generally have more accurate structures than those with NT sets as also expected.
271 Consequently, by utilizing structures that represent a variety of states for the target kinase, the
272 MSM is able to generate diverse structures as desired with high accuracy. Thus, it could provide
273 a proper structure set for kinase ensemble SBVS.
274
275 Cognate Docking Accuracy of a Compound to the Multi-state
276 Modelled Structures
277 To examine whether modeled structures are suitable for molecular docking and thus
278 structure-based virtual screening or not, we first conducted a cognate docking experiment on the
279 predicted structures, both standard AF2 and MSM models. Ligands from complex crystal
280 structures of the DUD-E kinase subset were used for this benchmark. For the standard AF2
281 model, the highest plDDT model for each protein, which is also used for performing virtual
282 screening in the next section, was selected for evaluation. For evaluating the MSM protocol, we
283 used the modeled structure with the same KinCoRe annotation as the reference PDB structure
284 provided by DUD-E. Out of 25 kinases in DUD-E, IGF1R was removed, since the crystal
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285 structure was not assigned any of the structural states by KinCoRe, Therefore, the number of
286 target proteins becomes 24. AutoDock-GPU [20] was employed to predict the 50 binding poses.
287 The RMSDs of all predicted poses to the crystal binding pose were calculated. To analyze, we
288 took three values: the RMSD of the best AutoDock score pose, that of the closest pose to the
289 crystal binding mode, and the average RMSD of all 50 poses.
290 Table 1 summarizes the docking accuracy evaluation results. Taking the best AutoDock score
291 models, the standard AF2, MSM structures modeled with TT, and NT have average RMSD of
292 2.74 Å, 2.15 Å, and 3.49 Å, respectively. In addition, the success cases with an RMSD cutoff of
293 2.0 Å, a standard criterion for judging docking success [21-23], are 11 (standard AF2), 16 (with
294 TT), and 9 (with NT) out of 24 receptors. Individual RMSD values are given in S3 Table.
295
296 Table 1. Docking accuracy benchmark result. The values are the average values of 24 proteins
297 and the numbers in the parentheses are the number of success cases with RMSD < 2 Å.
Structure Standard AF2 MSM with TT MSM with NT
Best AutoDock
Score
2.74 (11) 2.15 (16) 3.49 (9)
Lowest RMSD 1.50 (20) 1.40 (19) 2.14 (14)
Average RMSD 2.93 2.49 3.34
298
299 Comparing the MSM models and AF2 models, the multi-state models with TT sets have the most
300 accurate docking poses. As observed in the previous section, template information influenced the
301 quality of the docking poses, i.e., the predicted docking poses of the models with TT sets have
302 smaller RMSD and more successful cases than those with NT sets. One successful example is
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303 AKT2 (Fig 4). Although the TM-scores of MSM with TT set (0.98) and standard AF2 (0.96) are
304 similar, the best AutoDock score models docked to the MSM using TT sets has more accurate
305 binding pose than standard AF2, RMSD of 0.86 Å (magenta, Fig 4B) and 3.24 Å (cyan, Fig 4C),
306 respectively.
307
308 Fig 4. Predicted cognate docking structures of AKT2. A. Superimposed structures of crystal
309 structure (PDB ID: 3D0E, grey), MSM model (DFGin-BLAminus, magenta; TM-Score: 0.98),
310 and standard AF2 (cyan; TM-Score: 0.96). B. Predicted docking poses of the cognate ligand on
311 the AF2 with MSM. The RMSD of the predicted pose is 0.86 Å. C. Predicted docking poses of
312 the cognate ligand on the standard AF2. The RMSD of the predicted pose is 3.24 Å.
313
314 Although the docking is not successful (RMSD > 2 Å), MSM structure was able to retrieve the
315 interaction between protein and ligand found in the crystal structure for some cases. Out of eight
316 cases, the interacting residues in the reference structures were successfully captured more than
317 50% in five proteins analyzed by PLIP [24] (S4 Table). For example, the predicted binding pose
318 of the best AutoDock score conformation of PRKCB cognate docking was 2.79 Å when the
319 MSM with TT structure was used as the receptor structure. However, out of eleven interacting
320 residues identified in the reference structure, ten residues were retrieved in the MSM-ligand
321 complex model. By analyzing the interaction pattern, the predicted docking pose to the multi-
322 state modeled structure has hydrophobic interaction with L348, F353, V356, A369, K371, A483,
323 and D484 and hydrogen bonding with T404, E421, and V423. These interactions are also
324 observed in the crystal structure (S2 Fig). The cognate docking benchmark result would imply
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325 that MSM models could be used to predict binding poses of kinase-ligand complexes, thus they
326 are suitable for virtual ensemble screening.
327 Similar trends are observed for the lowest RMSD conformations and average RMSD of 50
328 conformations. Among the AF2 predicted structures, MSM with TT shows the most accurate
329 models (average of the lowest RMSD pose: 1.40 Å, success case: 19) and the standard AF2
330 performs slightly lower (average of the lowest RMSD pose: 1.50 Å, success case: 20). The
331 docking accuracy of MSM with NT sets is the worst among the receptor structure sets (average
332 of the lowest RMSD pose: 2.14 Å, success case: 14). In most cases, the best AutoDock score
333 conformations do not match to the lowest RMSD conformations, which means that the
334 AutoDock score could not be able to find the optimal docking poses. The average RMSD of 50
335 conformations follows the same order as the other two metrics: MSM with TT is the smallest,
336 and MSM with NT is the highest.
337
338 Virtual Screening Performance with Multi-state Models
339 To investigate the advantage of using the MSM technique for SBVS, the compound
340 library for each kinase protein from DUD-E docked to structures with diverse states generated by
341 using our method and compared to the structures modeled with standard AF2. AutoDock-GPU
342 was used for the benchmark. For ensemble docking using generated models by MSM, since a
343 molecule was docked to a couple of receptor structures and each compound-structure pair had a
344 docking score, we needed to decide representative scores of the compounds to rank the
345 molecules. We employed two types of representative scores: the AutoDock best (ADB) and the
346 Boltzmann-weighted (BW) scores. The ADB score picks the lowest AutoDock score among the
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347 docked results, while the BW score is a weighted average of the scores across all structures. The
348 details of the BW score are given in the Materials and Methods section.
349 Table 2 shows the performance of SBVS using the various receptor structure sets. To evaluate
350 the performance, five metrics are used: enrichment factors at 1%, 5%, and 10% (EFX%), an area
351 under ROC curve (AUC), and Boltzmann-enhanced discrimination of receiver operating
352 characteristic (BEDROC). EF at X% indicates a capability of finding active molecules within the
353 top X%, and AUC represents the discrimination power of a screening method between active and
354 decoy molecules. BEDROC puts exponential weights to the early rank of molecules, thus it is
355 able to solve the ‘early recognition problem’ caused in AUC [25]. Details of the metrics are
356 illustrated in the Materials and Methods section. As observed in the cognate docking benchmark,
357 MSM structures are better or equal to standard AF2 results, regardless of the scoring method or
358 the template set for modeling. Details of individual results are provided in S5 Table. Comparing
359 EF1% values target-by-target, the MSM performed better than or equal to standard AF2 in 18
360 proteins out of 25 targets (72%) using the ADB score screened to the structures modeled with the
361 NT set. Even with the lowest EF1% combination, TT models with BW scoring, the MSM
362 performed better than or equal to standard AF2 in more than half of proteins (13 proteins).
363 Interestingly, although the TT set models with the same KinCoRe classification as the reference
364 have more accurate structure and docking poses than the NT set models, the virtual screening
365 performance is slightly worse in both scoring schemes.
366
367 Table 2. Performance of structure-based virtual screening on various receptor models.
MSM with TT MSM with NT
ADB BW ADB BW
Standard
AF2
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DUD-E Kinase Subset (25 proteins)
EF1% 7.2 7.2 8.2 8.0 6.6
EF5% 3.5 3.7 3,7 3.7 3.5
EF10% 2.7 2.7 2.6 2.7 2.6
AUC 0.660 0.639 0.661 0.664 0.659
BEDROC 0.193 0.196 0.183 0.189 0.183
Average Dissimilarity ≥ 0.7 (14 proteins)
EF1% 5.3 5.6 6.4 6.9 4.6
EF5% 3.0 3.1 3.2 3.2 2.8
EF10% 2.4 2.4 2.2 2.3 2.1
AUC 0.646 0.652 0.648 0.650 0.641
BEDROC 0.166 0.171 0.154 0.161 0.146
Average Dissimilarity < 0.7 (11 proteins)
EF1% 9.6 9.3 10.6 9.3 9.1
EF5% 4.2 4.4 4.4 4.3 4.3
EF10% 3.0 3.1 3.1 3.1 3.3
AUC 0.678 0.681 0.678 0.681 0.681
BEDROC 0.228 0.228 0.220 0.226 0.229
368
369 To elucidate the variance in performance between MSMs using TT and NT models, we
370 identified kinases that exhibited notable differences in EF1% between the two sets. Of the kinases
371 studied, both ABL1 and KDR demonstrated superior performance using the MSM with the NT
372 set compared to the TT set, across both ensemble scoring methods (S5 Table). We measured
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373 TM-Scores of the individual models with the same structural state, those of templates used to
374 predict the structures, and EF1% of the models (S6 and S7 Tables). Among the kinase states
375 analyzed, the DFGout-BBAminus for both proteins produced a significant difference in both
376 templates and models. When the kinase forms an active state, the activation loop forms an
377 extended conformation to facilitate the catalytic function of the protein, thus the DFGin
378 conformation has a conserved structure. On the other hand, for the DFGout conformation, the
379 activation loop collapsed on the protein surface with high flexibility [11]. Therefore, although
380 the protein structures have the same KinCoRe notation with DFGout, the activation loop can
381 have different structures. The TM-Scores of the templates to model the DFGout-BBAminus state
382 are 0.88 and 0.96 for ABL1 and KDR, respectively. The structural difference of templates
383 influenced the predicted models, resulting in TM-Scores 0.89 for both proteins. S3 Fig shows a
384 structural difference of ABL1 predicted models with DFGout-BBAminus conformation. The
385 difference of activation loop location also might affect to the virtual screening performance,
386 leading TT set (3.28 and 8.78 for ABL1 and KDR, respectively) has lower EF1% value than NT
387 set (15.83 and 15.85 for ABL1 and KDR, respectively). Significantly, this difference of
388 performance in the DFGout-BBAminus state impacted the overall ensemble docking results.
389 One benefit of using the MSM models is that the predicted models are diverse, so it is potentially
390 useful for discovering various scaffolds of hit chemicals. To examine whether the hypothesis is
391 true or not, we divided the DUD-E kinase subset into two based on the diversity of active
392 compounds in the screening library. The pairwise Tanimoto coefficients (Tc) between the active
393 compounds were calculated by using RDKitFP fingerprint in RDKit [26]. Then the pairwise
394 distances between the compounds are calculated as (1 – Tc). The diversity of active compounds
395 is defined as the average distances of the active compounds (S5 Table). With a threshold of 0.7,
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396 the kinases were classified into two groups, 14 proteins with higher than or equal to the cutoff
397 and the remaining 11 targets.
398 For the kinases with more diverse active compounds, the ensemble screening with MSM models
399 showed higher performance than standard AF2 models in all metrics. For EF1%, the MSM
400 performed much better than standard AF2 (Table 2). Out of 14 proteins, the MSM with NT set
401 and BW scoring has higher or equal EF1% values than standard AF2 models in 11 targets. On the
402 other hand, when the active compounds become less diverse, MSM still performed better than
403 the standard AF2, but the gap between them declined for EF1%. This implies that our approach
404 would be powerful for discovering diverse molecular scaffolds.
405 One of the diverse active hit examples is ABL1. The average dissimilarity of the active
406 compounds is 0.73. Regardless of the template set and the scoring scheme, EF1% of MSM
407 ensemble screening showed higher performance (TT models with ADB: 9.3, TT models with
408 BW: 10.4, NT models with ADB: 15.3, and NT models with BW: 17.5) than standard AF2
409 model (6.0). We also examined the diversity of active compounds ranked within the top 1%
410 ranked molecules. Our ensemble protocol tends to find diverse hits: 0.51, 0.53, 0.63, and 0.62 for
411 TT models with ADB, TT models with BW, NT models with ADB, and NT models with BW,
412 respectively. In contrast, the diversity of active compounds using the standard AF2 is 0.27.
413 CSF1R is another example showing MSM ensemble screening is able to find diverse hit
414 compounds. The average dissimilarity of hit molecules is 0.73. The gap of EF1% between MSM
415 models (5.4) and the standard AF2 model (3.6) is smaller than the case of ABL1. The diversities
416 of discovered hit compounds within the top 1% are 0.70, 0.65, 0.73, and 0.73 in the order of TT
417 models with ADB, TT models with BW, NT models with ADB, and NT models with BW,
418 similar to the average dissimilarity of all active compounds. However, the hit compounds within
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419 the top 1 % identified using the standard AF2 model is 0.23. Fig 5 shows the docking pose of
420 one of the active compounds, ChEMBL245377. The MSM ranked the active compound within
421 the top 1% (10th using TT models and BW scoring, out of 12316 compounds) which is not
422 ranked by the standard AF2 structure (167th). The compound is not successfully docked using the
423 the standard AF2 model.
424
425 Fig 5. Predicted binding poses of ChEMBL245377 and CSF1R structures. A. The
426 superimposed complex structures of ChEMBL245377 and CSF1R. The crystal structure of
427 CSF1R (PDB ID:3KRJ), standard AF2 predicted structure, and MSM model (DFGout-
428 BBAminus, with TT sets) are represented as ribbon diagrams colored as gold, pink, and orange,
429 respectively, while the predicted docking poses of the compound are represented as sticks. B,C.
430 Focused binding sites and docking poses of ChEMBL245377. The compound is ranked 10th by
431 ensemble docking (B) and 167th in docking for the standard AF2 predicted structure (C),
432
433 Although the ensemble screening with MSM structures performed generally better than standard
434 AF2, there is an issue with selecting the representative score of a compound. For instance, for
435 FGFR1, the MSM model with TT set and BW score showed EF1% as 2.1. When we observed
436 EF1% values of individual models, the DFGin-BLBplus state outperformed than any other
437 structures including standard AF2 (Table 3). Thus, a proper method for selecting or calculating
438 representative scores for a compound should be designed to achieve high performance for MSM
439 ensemble screening.
440
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441 Table 3. EF1% for FGFR1 structures of specific states. The MSM structures are built from TT
442 set.
Structural State EF1%
DFGin-BLAminus 2.9
DFGin-BLAplus 6.4
DFGin-BLBminus 0.7
DFGin-BLBplus 8.6
DFGin-BLBtrans 2.1
DFGout-BBAminus 3.6
DFGout-Unassigned 1.4
MSM with BW score 2.1
Standard AF2 1.4
443
444 Conclusion
445 The receptor conformation affects SBVS performance. Like other proteins, kinase adjusts
446 the conformation of its binding site in response to the binding ligand. Therefore, it is crucial to
447 have adequate kinase structure to obtain inhibitors with the required mode of action or diversity.
448 For human kinase structures that were identified through experiments, however, there is a clear
449 bias toward the active state. The prediction of the AF2 structure could be influenced by the bias
450 in the PDB database. We noticed that there is a bias toward the active state in the predicted
451 structures with standard AF2 protocol. The results of the SBVS using the predicted structure
452 would be compromised by this bias in receptor structure. To overcome the bias, we applied the
453 MSM technique by providing a structural template to AF2 to generate structures with diverse
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454 states and using the models for ensemble docking. Compared with standard AF2 models, MSM
455 protocol produced more accurate or comparable models although it did not give MSA as an
456 input. Also, in cognate docking study, MSM models provided ligand docking poses close to the
457 crystal structure. With the diverse predicted kinase structure, we performed ensemble screening.
458 The ensemble method showed enhanced or comparable SBVS performance to the standard AF2
459 modeled structure result. We also observed that our method would be more suitable when the
460 ligands are diverse, leading to the identification of a diverse range of kinase inhibitors. Even for
461 the targets that ensemble docking method could not find active compounds, we found that some
462 of the models outperformed the standard AF2. Thus, the selection of a representative structure
463 should be improved and remains the next work for this project.
464 Ensemble screening with MSM models would open the possibility of uncovering novel
465 kinase inhibitors with diverse chemical scaffolds. It has advantages in addressing current
466 challenges in kinase inhibitor development for finding chemically diverse compounds. The
467 chemical diversity of kinase inhibitors could aid in overcoming the problem of drug resistance
468 generally caused by the mutation, a significant obstacle in kinase-targeted cancer therapies.
469 Additionally, it could increase chance to find hit compounds, not similar to the existing patents.
470 By exploring a diverse array of kinase inhibitors with accurately predicted structures, we would
471 be able to find inhibitors with different modes of action. This could lead to the development of
472 novel therapeutic strategies that are more robust in the face of drug resistance. Hence, our
473 approach could potentially be applied to more effective and precise kinase-targeted therapies. In
474 addition, the MSM method could be applied to important therapeutic targets such as GPCRs and
475 nuclear receptors.
476
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477 Materials and Methods
478 Benchmark Dataset
479 To investigate whether our approach can generate a structural ensemble properly and
480 improve SBVS performance or not, we selected a kinase subset of DUD-E [16]. For each target,
481 a reference PDB structure for screening and a compound library composed of active and decoy
482 molecules are provided in the DUD-E set. The active compounds of DUD-E set are composed of
483 the molecules with affinity 1 μM or better were extracted from ChEMBL09 [5]. The reference
484 structures were selected by considering the resolution and enrichment of finding active
485 molecules by DOCK3.5. The decoys of the DUD-E set are constructed by gathering compounds
486 with similar characteristic to the active molecules such as logP and number of rotatable bonds
487 from ZINC database [27]. The kinase subset, which is used in this work, consists of 26 kinases
488 with include 205.6 actives and 12,830 decoys on average. Among the 26 targets in DUD-E
489 kinase subset, SRC kinase was removed from DUD-E benchmark set because the given reference
490 structure is not originated from human.
491
492 Kinase Structural State Annotation
493 In the active site of protein kinases, the activation loop, 20-30 residues long, is the most
494 important secondary structural element [28] for determining the structural state. The loop starts
495 from the conserved three-residue-long sequence, the DFG motif. In this work, the standalone
496 version of KinCoRe [11] (https://github.com/vivekmodi/Kincore-standalone, Accessed
497 4/14/2022) was employed to annotate the conformational state of all experimental and modeled
498 kinase structures. The program categorizes the conformational state into 12 classes by the
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499 location of the activation loop and dihedral angles of the DFG motif. The spatial state of the
500 activation loop is defined by two distances: 1) a distance between Phe-ring of the DFG motif and
501 C atom of the fourth residue from the conserved Glu in the C-helix of N-lobe and 2) a distance
502 from the Phe-ring to the conserved C atom of conserved Lys in 3 strand of N-lobe (Fig 1).
503 Based on the distances, the activation loop location is classified into three classes: DFGin, which
504 is the Phe-ring located under C-helix, DFGout, the Phe-ring is moved into ATP binding pocket,
505 and DFGinter, an intermediate state between DFGin and DFGout. The program further classifies
506 the activation loop structural state by calculating dihedral angles: , backbone dihedral angles
507 of X-DFG (a residue before the DFG motif), Asp, and Phe of DFG motif, and 1 angle of DFG-
508 Phe. As a result, DFGin, the dominant class, has seven subclasses (BLAminus, BLAplus,
509 ABAminus, BLBminus, BLBplus, BLBtrans, and Unassigned), while DFGinter (BABtrans and
510 Unassigned) and DFGout (BBAminus and Unassigned) have only two subclasses. The three
511 letters after the activation loop states follows the region of Ramachandran map occupied by X,
512 D, and F residues: A, B, L for alpha, beta, and left-handed, respectively. The 1 angle of Phe is
513 indicated as plus (+60 degree), minus (-60 degree), and trans (180 degree). The last class is
514 Unassigned-Unassigned, the activation loop and DFG conformations cannot be determined.
515
516 Construction of Template Database for Each Structural State
517 To construct the structural template database for MSM, KLIFS [18], a database of
518 experimentally determined kinase structures was used. The database contains catalytic domain
519 structures of kinases, extracted from PDB and their inhibitors and provides the interaction
520 information between the protein and the compound. As of May 2023, the database is composed
521 of 6,344 structures (13,382 monomers). Among the kinase structures in KLIFS (Accessed
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522 1/18/2023), we filtered out the non-human proteins and proteins that produced errors during
523 KinCoRe annotation, resulting in 11,106 monomer structures. To construct the template structure
524 database for each state, the crystal structures with the same annotation by KinCoRe were
525 gathered.
526
527 Standard AlphaFold2 Modeling
528 The kinase structure was modeled with the standard protocol of AF2 (v.2.3.1) to compare
529 with MSM models. Only the kinase domain was modeled from the full sequence of a protein.
530 The MSA for the kinase sequence was generated from BFD (v.3.2019), MGnify (v.5.2022), and
531 UniRef90 (v.2.2022) via HHblits (from HH-suite v3.3.0) and Jackhammer (from HMMER
532 v3.3.2). Four highest sequence identity proteins with 3D atomic coordinates were selected to
533 provide template structures. The number of recycles was set to three and the model relaxation
534 step was integrated into the procedure. As AF2 has five different trained models and runs all of
535 them independently in a single run, five structures were generated from a single run. The models
536 with the highest plDDT score out of the five predicted structures for the comparison, since
537 plDDT is a confidence measure of AF2 predicted models.
538
539 Multistate Modeling of Kinase using Structural Template
540 The workflow of MSM is given in Fig 3. From a given target kinase sequence to be
541 modeled, the templates were searched by MMseqs2 (release 11) easy-search (e-value cutoff: 1e-
542 3) [29] against all sequences in each structural state. For each structural state, the top five
543 templates, which were determined by e-value, were used for the modeling. To mimic the real
544 drug discovery process and check the influence of the template for virtual screening, we
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545 generated two template sets for modeling: one set has the query protein which means 100%
546 sequence identity with the query sequence (TT set), and the other template sets without the query
547 protein (NT set). Modeling with each template was conducted independently.
548 Since AF2 produced five models per single run, 25 structures for each specific state were
549 generated in total. Among them, we selected one structure for benchmarking with two criteria:
550 conformational state and quality of the predicted model. First, we filtered out the models with
551 different KinCoRe annotations from the template structure classification. For example, to predict
552 a model the DFGin-ABAminus conformation of ABL1, five templates structure of TYR family
553 (LYN: 5XY1, EPHA2: 7KJB, 5NK3, 4TRL, and IGF1R: 3F5P) were selected. However, the
554 models were annotated as DFGin-BLAminus rather than DFGin-ABAminus conformation (S4
555 Fig). Thus, all predicted models were discarded. After filtering by the KinCoRe annotation, the
556 models with plDDT less than 70 were also removed. Among the remained structures, the model
557 with the highest plDDT score was finally selected. Other details for modeling are the same as
558 standard AF2 modeling.
559
560 Assessment of Model Quality
561 The TM-score [19] evaluates the structural similarity of protein structures. It is scaled
562 according to the size of the protein and exhibits a better sensitivity to the overall structural
563 alignment compared to the RMSD. The models with the same KinCoRe notation as the crystal
564 structures, extracted from the DUD-E set were chosen for comparison with the crystal structure
565 employing the TM-score. The TM-score's values range from 0 to 1, where 1 signifies a perfect
566 alignment.
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567 MolProbity [17] is a comprehensive validation tool for the structural integrity of proteins and
568 nucleic acids. MolProbity validates protein structures through hydrogen replacement,
569 comprehensive all-atom contact analysis, and evaluation of torsional angles. The MolProbity
570 score integrates various factors into a single metric to indicate the model's reliability, where a
571 lower score denotes a better model. The models from the standard AF2 and MSM were validated
572 using MolProbity implemented in Phenix software [30].
573
574 Docking and Virtual Screening using AutoDock-GPU
575 AutoDock-GPU 1.5.3 [20], which is open-source and GPU-accelerated, was employed to
576 benchmark the virtual screening performance of kinase structures. We used AutoDockTools [31]
577 to convert the receptor PDB files to PDBQT and Meeko [32] based on RDKit [26] to convert the
578 ligand files into PDBQT format.
579 To define a docking pocket location, the model structure was superimposed with the reference
580 crystal structures provided in the DUD-E set using PyMOL alignment module [33]. Then, a
581 cubic box centered at the geometrical center position of the cognate ligand structure of the
582 reference protein structure was defined. Each dimension of the box has a size of 22.5 Å, a default
583 option of the program. The parameter nrun, the number of pose generations and searches in
584 AutoDock-GPU, was set to 50 to find the optimal AutoDock score between protein and ligand.
585
586 Scoring Schemes for Ensemble Docking
587 To get the representative score of a ligand that docked to the multiple receptor structures
588 in ensemble screening, we employed two scoring schemes: AutoDock best score (ADB) and
589 Boltzmann-weighted score (BW). After gathering all AutoDock scores of a compound docked to
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590 the MSM structures, ADB scheme picks the lowest value as a representative score for the ligand.
591 For example, if a ligand is docked to five kinase structures with docking scores of -11 kcal/mol,
592 -12 kcal/mol, -8 kcal/mol, -7 kcal/mol, and -9 kcal/mol, then the compound has a score of -12
593 kcal/mol.
594 Instead of using the docking score from a single structure, the BW scheme calculates a weighted
595 average of the docking scores. We modified BW score of Shin et al. [1], which was originally
596 used to calculate a score of a protein with multiple ligand conformations, to apply a single ligand
597 to multiple protein conformations (Equation 1).
598 BW Score(𝑃,𝐿) =
∑
𝑁𝑠𝑡𝑎𝑡𝑒
𝑃𝑠𝑡𝑎𝑡𝑒
𝐴𝑢𝑡𝑜𝐷𝑜𝑐𝑘(𝑃𝑠𝑡𝑎𝑡𝑒,𝐿) × exp[ ―β × 𝐴𝑢𝑡𝑜𝐷𝑜𝑐𝑘(𝑃𝑠𝑡𝑎𝑡𝑒,𝐿)]
∑
𝑁𝑠𝑡𝑎𝑡𝑒
𝑃𝑠𝑡𝑎𝑡𝑒
exp[ ―β × 𝐴𝑢𝑡𝑜𝐷𝑜𝑐𝑘(𝑃𝑠𝑡𝑎𝑡𝑒,𝐿)] (1) where 𝛽 = 1, P and
599 L are protein and ligand, respectively. Pstate means target protein structure with a specific state.
600 AutoDock(Pstate, L) means AutoDock score of a ligand for the target protein with a specific state.
601
602 Evaluation Metrics for Docking and Screening
603 To evaluate the performance of cognate docking, RMSDs of the docked conformations
604 from the bound conformation of the crystal structure were calculated. Then we picked two
605 conformations: one with lowest AutoDock score and the other one is the lowest RMSD
606 conformation. We also measured the docking success rate of the 24 target proteins with the
607 RMSD cutoff of 2 Å, a widely used criterion for many docking studies [21-23].
608 In order to compare the virtual screening performance of MSM model ensemble screening with
609 X-ray crystallography and standard AF2 structures, the EFX%, AUC, and BEDROC were
610 calculated.
611 The EFX% is a widely used metric to evaluate virtual screening methods. The enrichment factor
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612 quantifies the extent to which active compounds are sampled in the top N% of compounds
613 relative to the total compound set (Equation 2).
614 𝐸𝐹𝑋% =
Number of actives in the top X% / Number of compounds for X%
Total number of actives in the library / Total number of compounds in the library (2)
615 We set X as 1, 5, and 10. A random selection of compounds makes the EF value 1.
616 One of the most popular measures for the discrimination problem is AUC. The true positive rate
617 in relation to the false positive rate was plotted to create a receiver operating characteristic curve.
618 In the case of virtual screening, the ratio of active chemicals represents the true positive rate,
619 while the ratio of decoy molecules represents the false positive rate. When a program detects all
620 active compounds before ranking any decoy compounds, AUC reaches 1.0, the maximum value
621 and AUC 0.5 means that the program performance is the same as the random selection.
622 Although AUC gives an overall performance discriminating power between actives and decoys
623 of SBVS, it has a problem called ‘early recognition’ [25]. In virtual screening, the highly ranked
624 compounds are passed to experiment, not all compounds. Thus, it is important to rank active
625 molecules within high rank. To solve this issue, Boltzmann-enhanced discrimination of receiver
626 operating characteristic (BEDROC) puts an exponential weight on the highly ranked active
627 compounds (Equation 3).
628 𝐵𝐸𝐷𝑅𝑂𝐶 =
∑𝑁
𝑖=1 𝑒
―𝛼𝑟𝑖/𝑁
𝑅𝑎(
1 ― 𝑒𝛼
𝑒𝛼/𝑁 ― 1) ×
𝑅𝑎 sinh (𝛼
2)
cosh (𝛼
2) ― cosh (𝛼
2 ― 𝛼𝑅𝑎) +
1
1 ― 𝑒
𝛼(1―𝑅𝑎) (3)
629 N is the number of compounds, Ra is the ratio of active compounds in the library, i the index of
630 the active compounds, and ri is the rank of the active compound i. In this work, the weight, , is
631 set to 20.
632
633 Acknowledgements
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634 All authors acknowledge the support from the Bio & Medical Technology Development
635 Program of the National Research Foundation (NRF) funded by the Korean government (No.
636 2022M3E5F3081268). WHS also acknowledges support from Korea University Grant (No.
637 K2327351). JL also acknowledges the support from NRF Grants funded by the Korean
638 government (MSIT) (Nos. 2022R1C1C1005080 and 2020M3A9G7103933) and Korea
639 Environment Industry & Technology Institute (KEITI) through “Advanced Technology
640 Development Project for Predicting and Preventing Chemical Accidents” Program, funded by
641 Korea Ministry of Environment (MOE) (RS-2023-00219144).
642
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719 Supporting Information
720 S1 Table. Percentage of human kinase structural states in PDB database, standard AlphaFold2,
721 and average plDDT and MolProbity of predicted structures by multi-state modeling protocol.
722 S2 Table. The number of predicted models generated by MSM protocol.
723 S3 Table. Cognate docking result of 24 DUD-E kinase proteins. The values out of the
724 parentheses are RMSD (Å) of the best AutoDock score while in the parentheses are the
725 conformation of the lowest RMSD.
726 S4 Table. Percentage of retrieved interacting residues of the crystal structures from the failed
727 cognate MSM docking benchmark cases.
728 S5 Table. Virtual screening results of individual proteins.
729 S6 Table. Details in multi-state modeling of ABL1.
730 S7 Table. Details in multi-state modeling of KDR.
731 S1 Fig. Distribution of MolProbity score by modeling method. The average MolProbity score
732 was 1.04, 1.21, 1.24 for AF2, TT and NT respectively.
733 S2 Fig. Interacting residues identified by PLIP from the crystal structure of PRKCB (PDB ID:
734 2IOE, A) and docking results with the MSM model with TT (B). The interacting residues are
735 colored as blue while the docked ligands are shown in yellow. The RMSD between the
736 conformation is 2.79 Å. The hydrophobic interaction between the molecules is represented as
737 dashed lines while the hydrogen bonding is shown as blue solid lines.
738 S3 Fig. Predicted structures of ABL1 with DFGout-BBAminus state. TT model (template:
739 7HZ0) is shown in sky blue and NT model (template: 3PYY) is shown in gold. The activation
740 loop of each model is colored as green and orange for TT model and NT model, respectively.
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741 S4 Fig. Example of modeling result that the conformational state is not matched with template.
742 A. Overall structure comparison between the modeled structure (colored in beige) and the
743 template (PDB ID: 5XY1, colored in sky blue). B. Focused view for the binding site. C.
744 Ramachandran plot for modeled structure and the template. The modeled structure were
745 annotated as DFGin-BLAminus (red x), while the template was DFGin-ABAminus (green x).
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