Abstract
In
fi
nium Methylation BeadChip arrays remain one of the most popular platforms for
epigenome-wide association studies, but tools for downstream pathway analysis have
their limitations. Functional class scoring (FCS) is a group of pathway enrichment
techniques that involve the ranking of genes and evaluation of their collective regulation in
biological systems, but the implementations described for In
fi
nium methylation array data
do not retain direction information, which is important for mechanistic understanding of
genomic regulation. Here, we evaluate several candidate FCS methods that retain
directional information. According to simulation results, the best-performing method
involves the mean aggregation of probe limma t-statistics by gene followed by a
rank-ANOVA enrichment test using the mitch package. This method, which we call “LAM”,
outperformed an existing over-representation analysis method in simulations, and showed
higher sensitivity and robustness in an analysis of real lung tumour-normal paired
datasets. Using matched RNA-seq data we examine the relationship of methylation
differences at promoters and gene bodies with RNA expression at the level of pathways in
lung cancer. To demonstrate the utility of our approach, we apply it to three other contexts
where public data were available. Firstly, we examine differential pathway methylation
associated with chronological age. Secondly, we investigate pathway methylation
differences in infants conceived with in vitro fertilisation. Lastly, we analyse differential
pathway methylation in 19 disease states, identifying hundreds of novel associations.
These results show LAM is a powerful method for the detection of differential pathway
methylation as compared to existing methods. A reproducible vignette is provided to
illustrate how to implement this method.
Keywords
Pathway analysis, functional enrichment analysis, In
fi
nium Array, DNA
methylation, epigenetics, epigenome-wide association study.
2
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Introduction
DNA methylation is the most widely studied epigenetic mark, for its role in development
and disease.1 Hundreds of epigenome-wide association studies (EWASs) are conducted
each year to understand DNA methylation patterns in disease and other contexts. 2 In
fi
nium
arrays remain the preferred platform for EWASs due to low cost and analytical simplicity
as compared to high throughput methylation sequencing. 3 In
fi
nium arrays typically include
multiple probes per gene in different locations including promoters, CpG islands, gene
bodies and enhancers, 4 which complicates downstream functional enrichment analysis,
otherwise known as pathway analysis or gene set enrichment analysis. Enrichment
analysis comes in two popular types: over-representation analysis (ORA) and functional
class scoring (FCS). 5 A third type of enrichment analysis called pathway topology
improves upon other methods with more sophisticated modelling of gene network
activations, but these are yet to be adopted widely. 6 In ORA, genes with probes that meet
an arbitrary signi
fi
cance threshold are selected and compared to a background list of all
genes measured in the assay. The test seeks to identify sets of genes (e.g., ontologies,
pathways) that are over-represented in the gene list of interest relative to the background. 7
FCS takes a different approach by ranking all detected genes by a differential regulation
score (e.g., fold change, con
fi
dent effect size, t-statistic) followed by a test to assess
whether each set of genes has a distribution of scores that is different from the null. 8 The
gsameth() function of the missMethyl package is the state-of-the-art method for ORA
of In
fi
nium methylation array data as it addresses issues related to probes belonging to
more than one gene and the fact that one gene can have multiple probes. 9 As gsameth is
an ORA method, results strongly depend on the signi
fi
cance threshold used, 10 and also on
the proportion of probes that meet this threshold. FCS methods ebGSEA and methylGSA
have been developed for EWAS data and are suggested to have better sensitivity to
determine subtle associations between pathways and differential methylation. 10,11 The
ebGSEA tool uses an empirical Bayes modeling approach followed by a one-tailed
nonparametric test for gene set enrichment. 11 The methylGSA package implements two
different approaches. Firstly, the methylRRA function, which uses robust rank aggregation
for detecting differentially methylated genes taking into consideration the variable number
of probes followed by an FCS test based on z-scores. 10 Secondly, methylglm uses a
logistic regression approach to model differential methylation for genes inside and outside
each gene set. 10 These methods are indeed more sensitive than ORA approaches, but as
they are based on one-tailed tests irrespective of the direction of methylation change, it
limits the utility for downstream interpretation of the importance of methylation changes
on genomic regulation. Moreover, as pathways tend to be either upregulated or
downregulated in omics assays, combining the two tends to dilute their signal and reduce
sensitivity.12 Neither gsameth nor methylGSA report computed enrichment scores, which
hinders downstream interpretation, as the enrichment score is a useful surrogate for effect
size. Without an enrichment score, users are limited to using statistical signi
fi
cance values
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to prioritise results, which biases towards large gene sets that have non-speci
fi
c biological
functions.
Here we aim to develop and evaluate methods for two-tailed FCS of In
fi
nium methylation
array data that addresses these limitations. Since genes have a variable number of probes,
there are many conceivable ways that FCS could be applied to In
fi
nium methylation array
data. The fi
rst set of methods (type I) uses differential probe methylation data from
limma13 as an input. The differential methylation values of probes belonging to each gene
are scored and these gene scores undergo an enrichment test. The second set of methods
(type II) fi
rst aggregate probe methylation values for each gene before differential
methylation analysis with limma. Then, differential gene methylation results are used for a
downstream enrichment test. With the above methods, there are several methodological
choices, such as the type of aggregation, and the type of downstream test. To determine
the best approach to applying FCS to In
fi
nium methylation data, in this study, we use
simulated data and compare results to existing ORA methods. We then examine the
sensitivity of selected methods on real cancer data, investigate the association with gene
expression and end with additional examples related to human aging, assisted
reproductive technologies and a large-scale EWAS of 19 diseases.
Methods
Implementation overview
Functional enrichment analysis is a process of data summarisation from genes to gene
sets (pathways). This is made more complicated for In
fi
nium methylation array data due to
the presence of multiple probes per gene, meaning the data needs to be summarised from
probes to genes and then to gene sets. Here, we outline eight potential approaches for
FCS of In
fi
nium methylation data implemented in R (v4.3.2), where methods 1-5 are type I
and 6-8 are type II:
1. Limma Average t-test (LAT). Differential methylation analysis is conducted at the
probe level with limma (v3.58.1), and the limma t-statistics for each gene are
summarised (arithmetic mean). The mean t-statistics are used in a downstream
two-sample two-way t-test of gene set enrichment.
2. Limma Top t-test (L TT). As above, except instead of calculating the mean t-statistic,
the probe with the largest magnitude is selected to represent the gene.
3. Limma Average Wilcox (LAW). Similar to LAT , except instead of the two-sided t-test
of gene set enrichment, a non-parametric alternative, the Wilcoxon signed-rank test
is used.
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4. Limma Average Mitch (LAM). Similar to LAW, however, instead of the Wilcoxon test,
the mitch package 14 (v1.15.0) is used to execute a two-way, two-sample
ANOVA-on-ranks test as described previously 15.
5. Limma Rank Mitch (LRM). Probes are ranked by t-statistic. The mean rank values
for probes belonging to each gene are computed and used as input for a two-way,
two-sample ANOVA-on-ranks test.
6. Aggregate Limma t-test (AL T). In this method, all probe measurements belonging to
each gene are averaged before conducting differential methylation analysis with
limma. The limma t-statistics are then used downstream for enrichment analysis
with the two-sample two-way t-test.
7. Aggregate Limma Wilcox (ALW). Similar to AL T , however, it uses the Wilcoxon
non-parametric test for gene set enrichment.
8. Aggregate Limma Mitch (ALM). Similar to ALW, however, it uses the Mitch package
to execute a two-way, two-sample ANOVA-on-ranks test.
The above were compared to a standard ORA-based approach (GSA), which involves
limma on probes, selection of statistically signi
fi
cant probes (FDR<0.05) for ORA with the
gsameth() function of missMethyl (v1.36.0) which conducts a modi
fi
ed hypergeometric
test that accounts for multiple probe biases. In the case that fewer than 250 signi
fi
cant
probes were identi
fi
ed, the 250 probes with the smallest p-values were selected. We
conducted separate tests for increased and decreased probes, and we speci
fi
ed the
Background
as all probes that passed quality control fi
ltering.
Method
validation using simulations
To assess these methods, we adopted a simulated data approach based on the selected
modi
fi
cation of real methylation data. We downloaded raw intensity EPIC IDAT fi
les from
NCBI Gene Expression Omnibus (GEO) for study GSE158422, which consists of lung
tumour and normal adjacent tissues from 37 patients. 16 For the simulations, only
non-cancerous datasets were used. Probe annotations were obtained from the
“IlluminaHumanMethylationEPICanno.ilm10b4.hg19” Bioconductor package. We randomly
sampled datasets to serve as control and cases (no replacement), with group sizes varying
between 3 and 12. One thousand random gene sets were created with sizes varying
between 20 and 100 members, with member genes drawn from the annotation set.
Random gene sets were used to avoid problems caused by the large overlap among real
gene sets. Throughout our evaluations, 50 gene sets were selected to be differentially
methylated, 25 with increased and 25 with decreased methylation. From these gene sets,
half of the member genes were selected. For those selected genes, half of the annotated
probes were selected. We adjusted the M-values in the case group by a speci
fi
ed amount,
which we call the “delta”, which we varied between 0.1 and 0.5. Following the incorporation
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of methylation changes to selected probes in the case group, the data underwent limma
differential methylation analysis, followed by enrichment analysis using gsameth, or one
of the eight FCS methods outlined above. Enrichment results were then fi
ltered for
FDR<0.05 and the correct direction of methylation change. Differentially methylated gene
sets observed were compared to gene sets selected to be the ground truth so that the
number of true positives (TP), false positives (FP) and false negatives (FN) could be
determined. At each setting for group size, delta and gene set size, 100 replications were
conducted, each with a set seed to ensure reproducibility. Simulations were conducted on
a SLURM high-performance computing cluster. 17 Mean TP , FP and FN values were
determined, and then precision, recall and F1 scores were calculated.
Sensitivity analysis
The full GSE158422 dataset including normal and cancer samples of all 37 patients
underwent differential analysis with limma correcting for patient-of-origin effects.
Downstream pathway enrichment analysis was conducted using the GSA and LAM
Methods
with Reactome pathways downloaded from MSigDB website (version 2023.1) 18.
LAM relies on probe-gene associations from the “UCSC_RefGene_Name” column of the
“IlluminaHumanMethylationEPICanno.ilm10b4.hg19” annotation. As gene annotations are
several years old, we used HGNChelper to update them (database current as of
21-Dec-2023)19 (3,253 gene symbols were updated). Euler diagrams were created with the
eulerr R package (v7.0.0). To test sensitivity, a random subset of n patients was selected
followed by pathway enrichment analysis with the respective method, with n varying
between 2 and 30. Signi
fi
cantly enriched pathways were de
fi
ned as those with FDR values
< 0.05. The subset signi
fi
cant results were compared to the full group (n=37) results to test
the sensitivity of these enrichment methods, and whether fi
ndings at a smaller sample size
were consistent with the full group. This process was repeated 50 times for each sample
size.
Association of methylation with gene expression
RNA-seq gene counts for the same set of lung cancer patients were downloaded from GEO
(accession: GSE158420). HGNChelper was used to fi
x gene names converted to dates,
followed by DESeq2 differential analysis. This underwent fi
ltering to remove genes with
expression below 10 reads per sample on average across the dataset. Then DESeq2 20 was
used to compare normal and cancerous tissue gene expression taking into consideration
sample pairing. The differential expression results underwent enrichment analysis using
the mitch package 14 with default settings for DESeq2 data tables. CpG sites annotated as
promoters were considered separately from those located at gene bodies in mitch
analysis. For comparison, GSA was used to separately examine pathways using separate
analyses of promoter and gene body CpGs. For this analysis, Reactome gene sets were
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used. Subsequently, to generate the pathway heatmap, we used mitch in multivariate mode
by analysing differential RNA expression, promoter and gene body methylation together,
prioritising the results by S distance, a surrogate measure of effect size.
Pathway-level differential methylation in aging
In order to demonstrate the utility of the LAM method for large EWAS studies, we
examined EPIC methylation pro
fi
le associations with age in two independent cohorts
involving a total of 7,036 participants. 21 Limma summary statistics for chronological age
including discovery and replication groups were read into R and enrichment analysis was
conducted with the LAM method. Brie
fl
y, gene-probe associations were fi
rst obtained from
the “IlluminaHumanMethylationEPICanno.ilm10b4.hg19” dataset, followed by an update of
gene symbols with HGNChelper. Discovery and replication data were imported separately
with mitch and multivariate enrichment analysis was conducted with gene sets from
Reactome.
Pathway-level differential methylation in assisted
reproductive technology
In order to demonstrate that methylation patterns across different array platforms can be
compared using the LAM method, we examined methylation differences in infants
associated with assisted reproduction as described by two independent studies. The Estill
study was published in 2016 and is based on the HM450K array and the data is available
from GEO Accession GSE79257. 22 The Novakovic study in was published 2019, and used
the EPIC methylation array and the data is available from GEO under accession
GSE13143323. Various assisted reproductive technology conception groups are described
in these studies, but we only examined fresh in vitro fertilisation (IVF) conceived infants
compared to naturally conceived infants. Raw intensity fi
les (IDAT format) were read into R
with min
fi (v1.48.0),24 normalisation was conducted with the SWAN method, 25 and probe
fi
ltering was conducted to remove probes with a detection p-value > 0.01 in addition to
probes located on X or Y chromosomes. M values were computed and underwent
differential methylation analysis using limma. 13 The Estill study included 43 naturally
conceived infants and 38 with fresh embryo transfer. The Novakovic study included 58
naturally conceived infants and 75 with fresh embryo transfer. Limma differential analysis
was conducted accounting for sex, then methylation tables underwent LAM analysis with
Reactome gene sets. Probe gene associations for HM450K array were established using
the “IlluminaHumanMethylation450kanno.ilmn12.hg19” annotation set and the gene
symbols were updated with HGNChelper. As the Novakovic study involved EPIC array data,
gene-probe associations were obtained from the
“IlluminaHumanMethylationEPICanno.ilm10b4.hg19” annotation set, and gene symbols
were updated with HGNChelper.
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Differential pathway methylation in 19 common disease
states
To examine whether LAM can identify differentially methylated pathways associated with
disease prevalence and incidence, we downloaded blood-based EWAS summary statistics
from a recent publication, 26 made available via Zenodo
(https:/ /zenodo.org/records/8021411). The study used a longitudinal design, with sample
collection baseline and diagnosis status established via electronic health record linkage up
to 14 years after baseline. The study included 18,413 volunteers of European ancestry. We
used summary statistics from the “full model”, which corrected for relevant potential
confounders. Disease status at baseline was used to classify participants into prevalence
groups. Disease status at follow-up was used to classify participants into incidence
groups. The study used the EPIC In
fi
nium array and 752,722 probes were described in the
summary statistic dataset. As limma t-statistics were not available, we used probe
delta-beta values as input for LAM. LAM was conducted individually for each disease
condition with Reactome gene sets. Finally, as a test of type I errors, we randomised each
of the 19 incident pro
fi
les using the base R sample command with a set seed, followed by
LAM enrichment and counting the number of signi
fi
cant pathways. This process was
repeated 100 times with unique seeds.
Results
Evaluation of FCS methods for In
fi
nium methylation array
data
Simulations were conducted using the eight FCS methods (LAT , L TT , LAW, LAM, LRM, AL T ,
ALW, ALM) and GSA, with group sizes of 3-12 and delta values between 0.1 and 0.5, and
random gene sets with sizes 20, 50 and 100. At each parameter setting, the simulations
were repeated 100 times with a different seed value. True positives, false positives and
false negatives were used to calculate overall precision and recall at these three gene set
sizes (Figure 1A). The LAM and ALM methods recorded an overall precision of 0.94, while
GSA scored lowest with 0.848. Recall was highest for LAM with 0.22, while ALM scored
0.21 and GSA scored 0.15 F1 scores were highest for LAM with 0.36 followed by ALM with
0.35, while GSA scored 0.26.
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Figure 1. Precision, recall and F1 for enrichment tests with simulated data. (A) Overall
Results
including 20, 50 and 100 genes per set. (B-D) Results for simulations using 20, 50
and 100 genes per set respectively.
We noticed that the size of gene sets used in the simulations strongly in
fl
uenced the
results, with overall recall increasing with gene set size (Figure 1B-D). The GSA method
performed better than FCS methods with gene sets of 20 (Figure 1B), while at 50 genes
per set GSA performance was on par with LAM (Figure 1C). At 100 genes per set, however,
LAM showed superior precision and recall compared to GSA (Figure 1D).
Focusing on results from 100 genes per set, LAM precision was more consistent across
the parameter ranges as compared to GSA which showed lower precision when group size
and delta were lower (Figure 2). Recall was strongly dependent on group size and delta
parameters. LAM recorded relatively higher recall when group size and delta were lower.
F1 performance scores at 100 genes per set were better for LAM as compared to GSA.
9
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Figure 2. Precision, recall and F1 for GSA and LAM enrichment tests with simulated
data over a range of group sizes and delta values. One hundred genes per set.
Sensitivity of GSA and LAM methods with real cancer data
Next, GSA and LAM methods were applied to compare paired normal and cancer
methylation data from 37 lung squamous cell carcinoma patients. From the 839,473
probes passing quality control, 473,572 were considered signi
fi
cant at 5% FDR. Of these,
119,785 probes were signi
fi
cantly increased in cancer, while 353,787 were signi
fi
cantly
decreased. These signi
fi
cantly increased probes mapped to 16,520 unique genes, while
the decreased probes mapped to 24,114 genes. These numbers are large, considering that
there are 26,219 genes represented on this array. LAM resulted in 406 signi
fi
cant
Reactome pathways at FDR<0.05. Of these, 370 involved higher methylation, while 36
involved lower methylation. LAM execution took 51 seconds using eight parallel threads.
With GSA, there were 75 Reactome pathways with higher methylation and 32 with lower
methylation. 12 pathways were signi
fi
cant in both directions. Thirty pathways were
common between LAM and GSA methods. This includes 26 and 4 with higher and lower
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methylation respectively (Figure 3A). GSA execution for both directions in series took 22
seconds on one thread.
Figure 3. Pathway enrichment analysis comparing normal and cancer samples using
LAM and GSA methods. (A) Euler diagrams showing the overlap in statistically
signi
fi
cant pathways (FDR<0.05) from LAM and GSA results. (B) Sizes of signi
fi
cant
gene sets found with LAM and GSA methods. (C) Signi
fi
cant LAM pathways with the
largest S distance, an enrichment score generated by mitch and effect size proxy. (D)
Top-ranked signi
fi
cant GSA pathways ranked by fold enrichment.
As the simulation results indicated LAM had better recall with larger gene sets, we were
curious about whether there were differences in the sizes of gene sets found by LAM and
GSA. GSA signi
fi
cant pathways had a median size of 135, while for LAM the median was
54.5, indicating pathways identi
fi
ed as signi
fi
cant with LAM were collectively smaller than
GSA (Figure 3B).
Although algorithmic accuracy cannot be inferred from the types of pathways identi
fi
ed in
real data,27 top-ranked results from LAM appeared to be more related to cell differentiation,
identity and development (Figure 3C), as compared to GSA (Figure 3D).
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To compare the sensitivity of these methods with real data, sample sizes were randomly
downsampled, analysed as above and the signi
fi
cant pathways were compared to the
Results
from the full group of 37 patients. This process was repeated 50 times at each
sample size and the results are shown in (Figure 4). Pathways that were identi
fi
ed as
statistically signi
fi
cant (FDR<0.05) in the smaller and full group were termed “consistent”,
while pathways that were identi
fi
ed in the smaller but not in the full group were termed
“inconsistent”. At a sample size of 10, LAM was able to detect 354 out of 406 (87%)
consistent pathways, while GSA detected just 13 of 107 at this sample size (12%). LAM
identi
fi
ed more inconsistent pathways than GSA, but the proportion of inconsistent
fi
ndings was lower across all sample sizes. At a sample size of 10, the proportion of
inconsistent pathways was 10% for LAM and 28% for GSA. This result suggests that LAM
has superior sensitivity to detect differentially methylated pathways in real cancer data.
12
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Figure 4. Sensitivity of LAM and GSA methods with real cancer array data. Upper panels
show the number of signi
fi
cant pathways identi
fi
ed in the smaller sample that were
consistent with the full group for LAM (left) and GSA (right). Middle panels show the number
of signi
fi
cant pathways identi
fi
ed in the smaller sample that were inconsistent with the full
group. Lower panels show the proportion of signi
fi
cant pathways identi
fi
ed that were
inconsistent with the full group. Left panels correspond to LAM, and right panels to GSA
methods.
Integrating methylation and RNA expression pathways
Associations of epigenetic marks with gene expression are of great interest for understanding
disease processes. Matching tumour-normal RNA-seq datasets were analysed and we
conducted enrichment analysis of gene expression together with DNA methylation. From
18,704 detected genes, there were 12,380 differentially expressed genes (FDR<0.05), with
7,415 and 4,965 up- and down-regulated in the tumour group respectively. At the pathway level,
there were 304 and 135 up- and down-regulated Reactome pathways with altered gene
expression (FDR<0.05). As the context of gene methylation is important in in
fl
uencing gene
expression, promoter and gene body methylation were considered separately. In promoters,
GSA identi
fi
ed 15 and 7 pathways with higher and lower methylation respectively, while at gene
bodies, there were 18 and 75 pathways with higher and lower methylation respectively
13
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(FDR<0.05). Using LAM at promoters, there were 190 and 20 pathways identi
fi
ed with higher
and lower methylation respectively. LAM at gene bodies identi
fi
ed 251 and 31 pathways with
higher and lower methylation respectively (FDR<0.05). The relative overlap between signi
fi
cant
promoter and gene body pathways was larger for LAM pathway sets (22%) as compared to
GSA (3%) (Figure 5A,B). There was no observed overlap between GSA methylation-based
pathways and gene expression pathways (Figure 5A), but there were some overlaps between
pathways identi
fi
ed with LAM-based promoter and gene body methylation and gene expression
(Figure 5B).
Figure 5. Integration of gene expression data with methylation pathways. (A,B) Euler
diagrams showing the overlap in statistically signi
fi
cant pathways (FDR<0.05) from gene
expression and GSA results (A) and LAM (B) results. (C) Multi-dimensional enrichment
analysis of promoter and gene body methylation with gene expression using mitch. Top 20
gene sets shown with the largest S distance after FDR fi
ltering at 0.05.
Using LAM, 136/304 upregulated RNA expression pathways were associated with increasing
gene body methylation. Likewise, 21 pathways with downregulated RNA expression were
associated with increasing promoter methylation. Some of these pathways with large
enrichment scores across the three contrasts are depicted in heatmap form (Figure 5C). There
were a small number of pathways that exhibited an inverse relationship between promoter
methylation and RNA expression such as “unwinding of DNA”, “mucopolysaccharidoses”,
“interaction with cumulus cells and the zona pellucida”, “glucocorticoid biosynthesis” and
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“olfactory signaling”. These were, however, less common than pathways that showed a positive
relationship between RNA expression and promoter methylation. These results demonstrate
that LAM can illuminate the complicated relationship between DNA methylation and gene
expression at the pathway level in cancer.
Exploration of methylation pathways in aging
We sought to explore the utility of LAM for exploring large EWAS datasets. One of the
best-studied associations with DNA methylation is with chronological aging, although
pathway-level differential methylation is not well de
fi
ned. Using limma summary statistics from
independent discovery and replication studies using the EPIC array platform described by
McCartney et al (2020), 21 we applied the LAM method to explore the pathway level differential
methylation. In the discovery cohort, we observed 304 differential pathways (FDR<0.05), while
in the replication group, we observed 107. There was a high degree of agreement, with 43
pathways signi
fi
cant in both groups. This is not surprising, as the gene-level rank differential
methylation scores show a strong positive association between discovery and replication
studies (Figure 6A). Using the rank-MANOVA test of the mitch package, we identi
fi
ed 390
pathways with altered methylation. Visualised as a scatterplot, the overall pattern is
concordant, although a cluster of points in the lower right of the chart indicates 268 pathways
with higher methylation in the discovery sample and lower methylation in the replication
sample (Figure 6B). When prioritising results by S distance, the enrichment score reported by
mitch and a surrogate measure of effect size, 29 of the top 30 pathways were concordant in
their direction of regulation (Figure 6C). Some of the observed methylation changes make
sense with reports in the literature. For example, the complement pathway is associated with
aging28 and in this analysis we observe a reduction in methylation of genes belonging to this
set including C1R, MBL2, C1S and C1QC (Figure 6D).
15
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Figure 6. Pathway-level DNA methylation alterations with chronological age. (A) Contour
heatmap showing the similarity in gene methylation score ranks in the discovery and
replication studies. (B) Mitch pathway enrichment scores (S distances) in discovery and
replication studies. Pathways with MANOVA FDR<0.05 are shown in red while others are
shaded grey. (C) Heatmap of 30 pathways with most extreme S distances (a surrogate of
effect size). Red indicates increasing methylation and blue shows lower methylation. (D) An
example of a pathway identi
fi
ed with this method, “creation of C4 and C2 activators” shows
lower methylation of member genes in both discovery and replication studies.
16
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Exploration of methylation pathway differences in infants
conceived with in vitro fertilisation
Another application for this method is the joint pathway enrichment analysis of studies
conducted with different array systems. Epigenetic differences between infants conceived
naturally and with assisted reproductive technologies have been the subject of studies since
2009.29 Two of the highest-powered studies with publicly available data are Estill 2016 which
used the HM450K array and Novakovic 2019 study which used the EPIC array. 22,23 Joint
enrichment analysis can uncover pathways that are common or different between these
studies and illuminate the biological differences between conception groups. For this example,
we focused on comparing naturally conceived infants to those conceived with in vitro
fertilisation (IVF) with fresh embryo transfer. The Estill dataset on the HM450K platform had
418,833 probes that met the quality criteria (Natural n=43; IVF n=38). Of these, 149,589 probes
showed statistically signi
fi
cant differential methylation (FDR<0.05), of which 28,767 and
120,822 exhibited higher or lower methylation in the IVF group respectively. The Novakovic
dataset on EPIC array had 793,844 probes that met the fi
ltering criteria (n=133). Of these, 5,562
were statistically signi
fi
cant (FDR<0.05) with 1,348 and 4,214 exhibiting higher or lower
methylation in the IVF group respectively. After summarisation to the gene level, the Estill
dataset on HM450K array describes 19,240 genes, while the Novakovic dataset on EPIC array
describes 22,588 genes. There were 19,234 genes common to both platforms. The rank-rank
plot of differential gene methylation scores indicates a high degree of similarity overall, and
interestingly shows a trend of more genes having lower methylation levels in the IVF group
(Figure 7A). A scatterplot of pathway enrichment scores indicates a moderate degree of
agreement between these studies (r=0.35, p=2.2e-16) despite these studies being conducted
on independent cohorts years apart and analysed with different array systems (Figure 7B). A
heatmap shows a high degree of agreement of pathways with higher methylation in the IVF
groups, while pathways with overall lower methylation in the IVF group showed some variability
in enrichment scores between studies (Figure 7C). We were interested in which pathways had
consistently lower methylation in the IVF group and identi
fi
ed the Reactome pathway
“Adrenoreceptors” which had enrichment scores of -0.42 in the Estill study and -0.56 in the
Novakovic study, recording a MANOVA FDR value of 0.04 (Figure 7D). Top-ranked genes from
this pathway include ADRA2C, ADRB2, ADRA2B and ADRA1B. A loss of methylation of these
genes could contribute to reported elevated blood pressure in people conceived by IVF . 30 Taken
together, this analysis shows that LAM method can be used to compare pathway enrichment
across independent studies conducted with HM450K and EPIC arrays.
17
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Figure 7. Pathway level DNA methylation differences in natural and IVF conceived infants.
(A) Contour heatmap showing the similarity in gene methylation score ranks in the Estill
(HM450K) and Novakovic (EPIC) studies. (B) Mitch pathway enrichment scores (S distances)
in Estil and Novakovic studies. Pathways with MANOVA FDR<0.05 are shown in red while
others are shaded grey. (C) Heatmap of 30 pathways with most extreme S distances (a
surrogate of effect size). Red indicates higher methylation and blue shows lower
methylation. (D) An example of a pathway identi
fi
ed with this joint enrichment analysis
method, “Adrenoreceptors” shows lower methylation of member genes in both Estill and
Novakovic studies.
18
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Differential pathway methylation in 19 common disease
states
To examine the potential for LAM to reveal differential pathway methylation associations with
diseases, we obtained and analysed blood-based EWAS summary statistics from a recent
publication.26 This study examined methylation in 14 prevalent disease states and the
incidence of 19 disease states in a group of 18,413 participants, using the EPIC array.
Delta-beta values were used for the purpose of scoring probe differential methylation, and
these values underwent LAM analysis with Reactome gene sets.
There were 899 differentially methylated pathways in the prevalence arm of the study
(FDR<0.05) (Figure 8A). On average, there were 64 pathways with differential methylation in
each prevalent condition, with Chronic obstructive pulmonary disease (COPD) having the most
(263) and Alzheimer’s disease having the fewest (3). We selected up to fi
ve statistically
signi
fi
cant pathways with an absolute S distance of >0.4 in either direction in each prevalent
condition to include in a heatmap (Figure 8B). We observed reduced methylation in the
angiotensinogen metabolism pathway in patients with diabetes. Patients with colorectal
cancer had lower methylation of the interleukin 10 signaling pathway. Reduced methylation of
the salty taste perception pathway was observed in patients with CKD.
19
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Figure 8. Differential pathway methylation associated with prevalence of 14 common
disease states. (A) A bar plot showing the number of statistically signi
fi
cant pathways with
higher and lower methylation identi
fi
ed in each prevalent condition (FDR<0.05). (B) A
heatmap of S scores for selected pathways across 14 common prevalent disease states.
Stars indicate that the pathway was identi
fi
ed as being among the top fi
ve differentially
methylated pathways in each direction for each condition.
We also wanted to know whether the LAM method could identify signatures that appear before
patients are diagnosed with a condition. Therefore, we examined differential pathway
methylation associated with the incidence of 19 disease states. Across all 19 conditions, there
were 1570 signi
fi
cant pathways (FDR<0.05) (Figure 9A). Liver cirrhosis had the most, with 464,
followed by COPD with 400, while Alzheimer’s had just one and COVID-19 hospitalisation had
none. A heatmap shows the enrichment scores for selected pathways across these incident
conditions (Figure 9B). Breast cancer incidence was associated with reduced methylation to
the metal sequestration pathway. Incident prostate cancer was associated with reduced
methylation of the FGFR1 pathway. Incident Parkinson’s disease was associated with reduced
methylation of aquaporins. In COPD incidence, higher methylation of carbohydrate-binding
fi
colins was observed together with reduced methylation of the GDP mannose synthesis
20
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preprint (which was not certified by peer review) is the author/funder, who has granted bioRxiv a license to display the preprint in
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pathway. Incident stroke was associated with higher methylation of the lipoxin synthesis
pathway.
Figure 9. Differential pathway methylation associated with incidence of 19 common
disease states. (A) A bar plot showing the number of statistically signi
fi
cant pathways with
higher and lower methylation identi
fi
ed in each incident condition (FDR<0.05). (B) A heatmap
of S scores for selected pathways across 19 common incident disease states. Stars indicate
that the pathway was identi
fi
ed as being among the top three differentially methylated
pathways in each direction for each condition.
To show that these fi
ndings are not the result of false positives from the LAM method, we
randomised the incidence pro
fi
les for all 19 conditions prior to enrichment analysis. This was
repeated 100 times, and these analyses of randomised data yielded few signi
fi
cant pathways.
Speci
fi
cally, from 100 runs 64 yielded no signi
fi
cant pathways across 19 conditions.
Twenty-eight repeats had fewer than fi
ve false positives and eight runs had more than fi
ve
false positives. Across the 100 repeats, the mean number of false positives was 1.95 and the
median was 0. These results indicate that LAM can identify differentially methylated pathways
21
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in disease groups and detect altered methylation before a diagnosis has been made, with few
false positives.
Discussion
Overall, we found that the FCS methods performed better across most simulation conditions.
Of the different FCS methods tested, LAM was superior in terms of precision and recall. LAM
also fi
ts relatively easily into existing work
fl
ows, as most EWAS studies seem to use limma in
their analyses of differential probe methylation. The ALM method had only slightly worse
performance as compared to LAM, but ALM requires users to aggregate the probe methylation
values for each sample for each gene before limma. This extra aggregation step is
computationally intensive and not a standard part of existing methylation analysis work
fl
ows.
Our analyses also consistently showed that non-parametric methods showed better recall with
only a small decrease in precision. Summarisation of probe level t-statistics to gene level only
takes a few seconds with the e
ffi
cient base R aggregate command, and once aggregated,
signatures can be analysed with existing packages like mitch. Mitch does not require a large
amount of system memory and due to its parallel architecture can make use of multi-threaded
processors, so it is not much slower than conducting ORA with existing methods that are
single-threaded.
An interesting observation is that ORA performed relatively better when gene sets were smaller
in our simulations. Given that popular pathway databases like KEGG and Reactome pathways
consist of both large (>100) and small (<20) gene sets, a hybrid FCS and ORA approach might
increase sensitivity and recall.
At 100 genes per set, LAM had superior sensitivity compared to GSA, which agrees with a
previous report of mitch’s performance with simulated RNA-seq gene expression data 14. The
improved sensitivity of the LAM method provides a new opportunity for researchers to
reanalyse previously conducted EWASs with contemporary pathway databases to better
understand subtle signatures, as we have demonstrated with the chronological age, assisted
reproduction examples and 19 disease EWAS analyses. The analyses conducted here used
Reactome pathways, but LAM is general-purpose, so different gene sets can be used to
examine various hypotheses. Transcription factor target gene sets can be used to identify
transcription factors associated with changes in pathway methylation. MicroRNA target gene
sets can identify potential associations between microRNA targets and DNA methylation
patterns. The MSigDB resource contains these and several other types of gene sets for
exploration.30
The differences in pathway results obtained with LAM and GSA from lung cancer data were
striking, not only in the number of pathways identi
fi
ed, but also in their relevance to the
disease. Interestingly, the relationship between promoter methylation and gene expression was
not always inverse as we had anticipated. Joint enrichment analysis showed some pathways
with increasing promoter methylation together with increasing RNA expression (e.g., “Negative
22
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regulation of AP2 transcription factors”). Likewise, a few pathways showed decreases in
methylation with decreases in RNA expression such as “Dectin family”, “TLR regulation” and
“glycan biosynthesis termination”. These results are in line with previous reports of the
widespread existence of both negative and positive relationships between DNA methylation
and gene expression 31–34, and support the idea that there is a complicated relationship between
DNA methylation and gene expression in lung cancer.
We have demonstrated that this method works with both HM450K and EPIC array data and can
even facilitate the comparison of EWAS across different platforms. We have provided an
example work
fl
ow that researchers can use as a template. It shows how to generate a
probe-gene table from Bioconductor annotation datasets, how to update the defunct gene
names and how to run the enrichment analysis. Using this example, generating similar gene
tables for the new In
fi
nium Mouse and EPIC 2.0 arrays and any future arrays will be
straightforward, once their annotation sets are available through Bioconductor.
Updating defunct gene symbols is an important step as 2,788 and 3,253 gene symbols were
updated on the HM450K and EPIC array annotations, which represent approximately 10-14% of
genes on these platforms. We note that other packages for enrichment of In
fi
nium array data
do not by default address this, which could lead to a loss of these genes from pathway
enrichment and diminished sensitivity.
The analysis of the large-scale disease EWAS shows that LAM can be readily applied to
identify differential pathway methylation associated with prevalent and incident disease. The
authors of the study used GOmeth for their pathway analysis and from the 33 models
examined, signi
fi
cant fi
ndings were obtained for only two, prevalent diabetes and heart
disease. In contrast, LAM identi
fi
ed 2,469 pathway associations (74.8 per model). To
demonstrate these are not the results of false positives, permuted pro
fi
les yielded on average
0.10 signi
fi
cant fi
ndings per model, supporting the idea that LAM is identifying real pathway
signatures.
This work could be extended to include not just proximal CpG sites, but also enhancer-based
probes and their target genes based on resources such as GeneHancer. 35
There is also potential to generate new libraries of differentially methylated probes and gene
sets, to contribute to the pool of molecular signatures in public resources like MSigDB, which
will assist in understanding similarities between methylation pro
fi
les.
Data availability
Data sets reanalysed here are publicly available from NCBI GEO, Zenodo or from the
supplementary tables of journal articles as described in the Methods section.
23
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preprint (which was not certified by peer review) is the author/funder, who has granted bioRxiv a license to display the preprint in
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Code availability
Code to generate the results shown here are included in a GitHub repository
(https:/ /github.com/markziemann/gmea/). To enable reproduction of the fi
ndings, a docker
image is made available at DockerHub (https:/ /hub.docker.com/r/mziemann/gmea). A
reproducible example work
fl
ow report is hosted on our website
(https:/ /ziemann-lab.net/public/gmea/example_work
fl
ow.html). These materials have been
archived at Zenodo (https:/ /doi.org/10.5281/zenodo.10685538).
Funding
This work was supported by a grant from the Australian National Health and Medical Research
Council (grant number 1146333 to JMC). Severine Lamon is supported by an Australian
Research Council (ARC) Future Fellowship (FT210100278). This research was supported by
use of the Nectar Research Cloud, a collaborative Australian research platform supported by
the NCRIS-funded Australian Research Data Commons (ARDC). Authors gratefully
acknowledge the contribution to this work of the Victorian Operational Infrastructure Support
Program received by the Burnet Institute.
Acknowledgements
We thank the researchers who publicly shared data to enable this work.
Disclosure statement
The authors report there are no competing interests to declare.
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