Methods
Analytic overview
We developed a dynamic state-transition microsimulation model, the CEACOV (Clinical and
Economic Analysis of COVID-19 Interventions) model, to reflect the natural history, diagnosis,
and treatment of COVID-19. We modeled five testing strategies for all Massachusetts residents
(excluding those residing in long-term care facilities): 1) PCR-severe-only: PCR testing only of
those who develop severe illness (i.e., warranting hospital care), reflecting common practices in
Massachusetts through late April 2020 [3]; 2) Self-screen: PCR-severe-only and individuals self-
assess the presence of COVID-19-consistent symptoms, using available smartphone applications
or websites, and self-isolate if positive [7]; 3) PCR-any-symptom: PCR-severe-only and PCR for
people with any COVID-19-consistent symptoms who self-isolate if positive; 4) PCR-all: PCR-
any-symptom and a one-time PCR for the entire population; 5) PCR-all-repeat: PCR-all and re-
testing every 30 days of those who test negative and remain asymptomatic (Supplementary
Figure 1). For those who are not hospitalized, we assume a positive PCR test leads to community
self-isolation and is more effective than symptom-based self-isolation. We projected clinical
outcomes (infections, COVID-19-related mortality, quality-adjusted life-years [QALY]), and
COVID-19-related resource utilization (tests, hospital and intensive care unit (ICU) beds, self-
isolation days), and costs for Massachusetts (6.9 million people, excluding long-term care
facility residents) over a 180-day horizon. We report incremental cost-effectiveness ratios
(ICER: difference in cost divided by difference in quality-adjusted life-years [$/QALY]) from a
healthcare sector perspective (Supplementary Methods). The threshold at which interventions are
considered cost-effective is a normative value that varies by setting; for the sake of
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interpretability, we define a strategy as “cost-effective” if its ICER is below $100,000/QALY
[8].
CEACOV model structure
Cohort and disease progression
At model start, a closed pre-intervention cohort is seeded with a user-defined proportion of age-
stratified individuals (0-19, 25-59, ≥60 years) who are infected with or are susceptible to the
SARS-CoV-2 virus. If infected, individuals face daily age-stratified probabilities of disease
progression through seven health/disease states, including latent infection, asymptomatic illness,
mild/moderate illness, severe illness (warranting hospitalization), critical illness (warranting
intensive care), recuperation, and recovery (Supplementary Figure 2). We assume recovered
individuals are immune from repeat infection for the 180-day modeled horizon [9]. Susceptible
and recovered individuals may also present for testing with symptoms due to non-COVID-19
conditions (“COVID-19-like illness”).
Testing
Individuals may experience a daily probability of undergoing SARS-CoV-2 testing. Each PCR
testing strategy includes test sensitivity/specificity, turnaround time, and testing frequency.
Transmission
In the model, infected individuals have an equal probability of contacting susceptible individuals
and transmitting SARS-CoV-2. The effective reproduction number (Re) captures the average
number of secondary cases per infected individual in the cohort; based on Massachusetts data,
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10
this was estimated to be 0.9 in late April 2020 (Supplementary Methods and Supplementary
Table 1). People with a positive test result or symptom screen can isolate in the community or in
the hospital, which further decreases transmission.
Resource use
The model tallies tests, COVID-19-related use of hospital and ICU bed-days, as well as days
spent self-isolating.
Model inputs
Cohort and disease progression
We derived the initial distribution of COVID-19 disease severity by age from the Massachusetts
Census and Department of Public Health (Table 1) [10,11]. Disease progression and COVID-19-
related mortality are derived from data from China and Massachusetts and calibrated to deaths in
Massachusetts (excluding those occurring long-term care facilities) from mid-March to May 1,
2020 (Table 1 and Supplementary Table 1) [11–16].
Testing and associated transmission reduction
PCR test sensitivity/specificity are assumed to be 70%/100% (Table 1) [17,18]. In all strategies,
patients with severe or critical illness are eligible for diagnostic testing and are hospitalized
regardless of PCR test result. Transmission is reduced by 90% for hospitalized people due to
infection control and isolation practices (Table 1 and Supplementary Methods). In Self-screen,
self-screening is assumed to detect 80% of COVID-associated symptoms. A positive self-screen
is assumed to lead to a 20% reduction in the risk of transmission due to partial self-isolation. In
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11
the expanded PCR-based strategies, self-isolation among those in the community with a positive
PCR test is more effective than after a symptom-based self-screen (65% transmission reduction,
regardless of symptoms) [19]; those who test negative do not self-isolate (incorporating the
potential for transmissions associated with false-negative tests). PCR test acceptance is assumed
to be 80% for those who are asymptomatic or have mild/moderate illness at the time of testing,
and 100% for those with severe or critical illness.
Epidemic scenarios
For the first month of the simulation, corresponding to May 1, 2020 to May 31, 2020, Re remains
0.9 (Supplementary Table 1). To account for the uncertain trajectory of the epidemic as
reopening plans are implemented, we model three scenarios representing epidemics with distinct
Re values, in the absence of expanded testing (i.e., PCR-severe-only), beginning on June 1, 2020:
1) Slowing (June 1, 2020 Re=0.9), suggesting epidemic growth would remain the same as during
May (e.g. stay-at-home advisory and non-essential business closures); 2) Intermediate (June 1,
2020 Re=1.3), suggesting modest increase in epidemic growth; and, 3) Surging (June 1, 2020
Re=2.0), suggesting an Re closer to late March/early April Massachusetts estimates (Re=2.5-5.9,
Supplementary Table 1). We also identified threshold values for the Re at which policy
Conclusions
from other studies [25,30–33], our findings suggest that looser restrictions on social
distancing regulations (which can lead to a higher Re) would require more aggressive testing,
paired with individual behavioral measures, to control the epidemic.
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All the expanded screening strategies would lead to reductions in key hospital resource use as
well as fewer days spent self-isolating compared to PCR-severe-only. In Massachusetts, an
estimated 9,500 hospital beds and 1,500 ICU beds were available at the peak of the surge
capacity, of which 3,800 and 1,440 were used [6,34]. None of the modeled scenarios exceeded
peak hospital bed capacity even with PCR-severe-only; however, we projected 28-66% of
available hospital beds would be needed by people with COVID-19. In all scenarios, we
projected peak ICU bed use close to or exceeding capacity (1,200-3,600). While some
assumptions are uncertain (e.g. proportion of people presenting to the hospital with severe
disease, probability of ICU survival) the substantial burden of severe and critical illness we
project in all scenarios has important implications for healthcare globally – resources redirected
for COVID-related illness may jeopardize the ability to care for other diseases.
In all examined epidemic growth scenarios, PCR-any-symptom testing would be cost-saving
compared to PCR-severe-only. To implement PCR-any-symptom, we estimate that 4,900-5,700
tests would be required daily. Even though PCR-all-repeat led to the least infections, mortality,
and hospital resources used in all scenarios, it only would become cost-effective if the epidemic
is surging or PCR assay cost is <10% base case values ($3 at Re 0.9). At any Re above 1.8, PCR-
all-repeat would be the most efficient use of resources, unless test acceptance is very low (15%).
Importantly, at these higher Re values, screening the entire population only one time (PCR-all),
would be an inefficient use without repeat screening for those testing negative (PCR-all-repeat).
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In the slowing and intermediate scenarios, as of July 2020, Massachusetts would have test
capacity to conduct the economically preferred strategy (estimated statewide tests conducted
approximately 12,000/day) [6]. However, in the surging scenario, the projected average of
203,100 tests/day (36.6 million/180 days) required to conduct the cost-effective PCR-all-repeat
strategy would greatly exceed current capacity. Large-scale testing has been achieved early in the
epidemic in some settings: in March 2020, South Korea was testing 20,000 people/day [2].
Newer high throughput machines may process thousands of tests per day, rendering such an
approach potentially feasible in the near future [35]. Additionally, the number of tests used for
people without COVID-19 is uncertain; we thus assumed high rates of COVID-like-illness
(adding approximately 2,800 tests/day) in the base case. However, it is likely, particularly in
summer months, that fewer people would seek testing, reducing tests used by approximately
40%. Given that the economically preferred strategy changes depending on Re, implementation
of the most cost-effective testing strategy will require careful planning and real-time epidemic
monitoring in each setting to adapt to changing Re. While critical supply chain issues and other
factors precluded widespread testing in the US early in the pandemic; even now, expanding
testing capacity must remain a focus of national efforts.
The impact of any testing strategy depends on the actions that policymakers, employers, and
individuals take in response. Our results emphasize how policies that support isolating people
infected with COVID-19 are essential; when an individual is less adherent to self-isolation after a
positive test (i.e., lower transmission reduction), the benefits of testing are greatly reduced. In
Iceland, broad testing led to only 6% of the population being tested, with 34% of an invited
random sample presenting for testing [1]. In the surging scenario, at low test acceptance rates
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(15%) among those with no or mild symptoms, PCR-all-repeat would no longer be cost-
effective. In Massachusetts, SARS-CoV-2 testing does not require co-pays, and sufficient
personal protective equipment permits safe testing [3,5]. Nevertheless, people may avoid testing
due to concerns such as physical discomfort, missing work or stigma. While the Family Medical
and Leave Act (FMLA) may provide support for those eligible who test positive (or if family
members test positive), not all workers may be aware of their rights or have compliant employers
[36]. Federal and setting-specific incentives for infected people to self-isolate should be
considered (e.g., childcare or workplace incentives) [37].
This analysis has important limitations. First, we do not account for super-spreader transmission
[38], and we assume homogenous population mixing; this may either over- or under-estimate the
benefits of PCR testing. Second, we do not address supply chain lapses which could impact the
feasibility of implementing these strategies. Third, we exclude several factors that would render
testing even more cost-effective, including quality-of-life reductions due to COVID-related
morbidity or self-quarantine-related mental health issues [39], school closure-related workforce
gaps [40], and reductions in economic purchasing [31]. We also assume that transmissions vary
with a constant daily rate by disease state; emerging data suggest that infectivity may be highest
early after acquisition of the virus [41]. If true, testing strategies which diagnose people in early
or asymptomatic stages of infection would be of higher value.
Testing people with any COVID-19-consistent symptoms would be cost-saving, compared to
restricting testing to only those with symptoms severe enough to warrant hospitalization.
Expanding SARS-CoV-2 PCR testing to asymptomatic people would reduce infections, deaths,
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and hospital resource use. When the COVID-19 pandemic is surging, further expansion to permit
monthly re-testing after a negative test would be cost-effective.
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21
FUNDING
This work was supported by the Eunice Kennedy Shriver National Institute for Child Health and
Human Development [K08 HD094638 to AMN], the National Institute of Allergy and Infectious
Disease at the National Institutes of Health [T32 AI007433 to AM], and the Wellcome Trust
[210479/Z/18/Z to GH].
The content is solely the responsibility of the authors, and the study’s findings and conclusions
do not necessarily represent the official views of the National Institutes of Health, the Wellcome
Trust, or other funders.
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ACKNOWLEDGMENTS
The authors gratefully acknowledge Christopher Alba, Giulia Park, and Tijana Stanic for their
assistance in preparing the manuscript for publication.
AUTHOR ROLES
All authors contributed substantively to this manuscript in the following ways: study and model
design (all authors), data analysis (AMN, ACB), interpretation of results (all authors), drafting
the manuscript (AMN, ACB, AM, PK), and critical revision of the manuscript (all authors) and
final approval of submitted version (all authors).
CONFLICTS OF INTEREST AND FINANCIAL DISCLOSURES
The authors have no conflicts of interest or financial disclosures.
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23
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Table 1. Input parameters for a model of COVID-19 disease and testing in Massachusetts
Parameter Value
Cohort characteristics
SARS-CoV-2 prevalence on May 1, 2020, % a 2.99
Initial age distribution of cohort, % [10]
0-19 years 25
20-59 56
60 19
Initial distribution of health states on May 1, 2020, % [11] a
Susceptible 89.38
Latent 0.52
Asymptomatic 0.91
Mild/moderate illness 1.49
Severe illness 0.04
Critical illness 0.02
Recuperation 0.01
Recovered 7.63
Health state transition probabilities, by ultimate stage of
disease, daily [12–14,16] b
Asymptomatic
Latent to asymptomatic 0.323
Asymptomatic to recovered 0.099
Mild/moderate
Latent to asymptomatic 0.323
Asymptomatic to mild/moderate 0.394
Mild/moderate to recovered 0.095
Severe With
hospital care
Without
hospital care
Latent to asymptomatic NA 0.323
Asymptomatic to mild/moderate NA 0.394
Mild/moderate to severe NA 0.143
Severe to recovered 0.091 0.063
Critical
Latent to asymptomatic NA 0.323
Asymptomatic to mild/moderate NA 0.394
Mild/moderate to severe NA 0.284
Severe to recovered 0.026 0.000
Severe to critical 0.105 0.143
Critical to recuperation 0.049 0.000
Recuperation to recovered 0.161 0.000
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31
Table 1. Input parameters for a model of COVID-19 disease and testing in Massachusetts (continued)
Parameter Value
COVID-19-related mortality while critically ill,
probability, daily [42]
With
hospital care
Without
hospital care
0-19 years 0.00001 0.118
20-59 0.004 0.166
60 0.050 0.203
Development of COVID-19-like illness symptoms among
susceptible and recovered, probability, daily [42]
Mild/moderate illness
0-19 years 0.00005
20-59 0.00005
60 0.00008
Severe illness
0-19 years 0.00032
20-59 0.00036
60 0.00053
Critical illness
0-19 years 0.00009
20-59 0.00010
60 0.00015
Presentation to hospital care with severe symptoms,
probability c 0.80
Test characteristics
Self-screen
Positive result, probability 0.80
PCR test [17,18]
Sensitivity, % d 70
Specificity, % 100
Turnaround time, days 1
Test acceptance, probability
Asymptomatic/mild illness/moderate illness 0.80
Critical/severe illness 1.00
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Table 1. Input parameters for a model of COVID-19 disease and testing in Massachusetts (continued)
Parameter Value
Transmissions
Re
May 1 – May 30 0.9000
By health state, probability, daily [30,43,44] d
Latent 0.0000
Asymptomatic 0.2394
Mild/moderate illness 0.1948
Severe illness 0.0135
Critical illness 0.0107
Recuperation 0.0135
Recovery 0.0000
Transmission reduction after test result, % f Screen positive Screen negative
Self-screen
Asymptomatic 0 0
Mild/moderate illness 20 N/A
PCR-based strategies
Asymptomatic 65 0
Mild/moderate illness 65 0
Severe/critical/recuperation f 90 90
Costs (USD 2020)
SARS-CoV-2 PCR assay [20] 51
Hospital bed, daily [21–23] 1,640
Intensive care unit, daily [21–23] 2,680
Abbreviations: PCR, polymerase chain reaction; Re, Effective reproduction number; USD, United States
dollars
a Prevalence and distributions were derived from model validation and calibration as described in the
Supplementary Material.
b Average days spent in each health state stratified by clinical disease progression severity are presented in
Supplementary Table 1. Health state transitions are shown in Supplementary Figure 2.
c Assumption; includes those with COVID-19 disease and those with COVID-19-like illness.
d Test sensitivity is 0% in the latent phase and otherwise does not vary by disease states.
e Daily transmission rates contribute to Re.
f Assumptions for transmission reductions following test result are detailed in the Supplementary Material. In
severe/critical/recuperation states, transmission reduction is due to hospitalization and thus is applied to all
patients regardless of test result.
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Table 2. Clinical and cost-effectiveness outcomes for a model of COVID-19 disease and testing in Massachusetts
Undiscounted Undiscounted Discounted Undiscounted Discounted
Incident infections,
No. a
Deaths,
No. a
Total life-years lost,
No. b
Healthcare costs,
$ a
ICER,
$/QALY c
Slowing scenario (June 1, 2020 Re 0.9)
PCR-any-symptom 316,300 2,300 7,300 393,037,000 -
Self-screen 422,200 2,600 8,200 428,461,000 dominated
PCR-severe-only 565,300 3,200 10,100 492,552,000 dominated
PCR-all 281,000 2,100 6,700 654,741,000 394,000
PCR-all-repeat 210,200 1,800 5,800 2,071,400,000 1,540,000
Intermediate scenario (June 1, 2020 Re 1.3)
PCR-any-symptom 604,600 3,500 11,100 506,489,000 -
Self-screen 975,200 4,400 14,100 636,392,000 dominated
PCR-all 543,900 3,000 9,700 768,358,000 181,000
PCR-severe-only 1,471,100 6,300 20,100 832,028,000 dominated
PCR-all-repeat 298,300 2,100 6,800 2,111,387,000 468,000
Surging scenario (June 1, 2020 Re 2.0)
PCR-any-symptom 2,924,200 11,800 37,600 1,421,427,000 -
PCR-all 2,799,400 11,300 36,000 1,673,911,000 dominated
Self-screen 3,666,900 14,700 46,500 1,753,092,000 dominated
PCR-severe-only 4,193,800 17,300 55,000 2,010,507,000 dominated
PCR-all-repeat 1,232,500 5,200 16,600 2,532,432,000 53,000
Abbreviations: No., Number; PCR, Polymerase chain reaction; Re, Effective reproduction number; $, US dollars; ICER, incremental cost-
effectiveness ratio; QALY, quality-adjusted life-year
a Includes 180-day horizon between simulated days May 1, 2020 and November 1, 2020.
b Total life-years lost were estimated from COVID-related deaths occurring over 180-days. Details are in the Supplementary Material.
c Incremental cost effectiveness ratios are calculated by dividing the difference in total life-years lost by the difference in total healthcare-
related costs compared to the next most expensive strategy. Dominated strategies are either more expensive and less effective than another
strategy (strong dominance) or a combination of two other strategies (weak dominance). Strategies are listed in order of increasing cost as
per cost-effectiveness analysis convention. Total life-years lost are discounted at 3%/year; because all healthcare costs occur in year one,
costs are not discounted in the base case. Additional details of calculating ICERs may be found in the Supplementary Material.
Infections, deaths, and life-years lost are rounded to the nearest 100. Costs and ICERs are rounded to the nearest 1,000. In-text results
describing percentages are calculated from unrounded results.
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Table 3. Clinical and resource utilization outcomes for a model of COVID-19 disease and testing in Massachusetts
PCR tests
per
simulation
day, mean
PCR tests,
total
Hospital bed-days ICU bed-days
Cumulative self-
isolation days Cumulative Peak Cumulative Peak
Slowing scenario (June 1, 2020 Re 0.9)
PCR-severe-only 2,900 521,300 139,100 2,700 88,500 1,300 -
Self-screen 2,900 520,800 122,700 2,800 74,700 1,200 3,689,700
PCR-any-symptom 4,900 877,900 105,000 2,800 65,500 1,200 1,836,400
PCR-all 35,200 6,337,500 100,200 2,800 61,500 1,200 2,012,900
PCR-all-repeat 192,500 34,643,400 88,500 2,600 55,400 1,200 2,378,500
Intermediate scenario (June 1, 2020 Re 1.3)
PCR-severe-only 2,900 529,800 247,800 2,700 148,400 1,300 -
Self-screen 2,900 524,900 185,900 2,800 113,500 1,200 6,285,300
PCR-any-symptom 5,700 1,032,100 138,500 2,800 84,300 1,200 2,717,000
PCR-all 36,200 6,522,700 130,400 2,800 81,900 1,200 2,843,800
PCR-all-repeat 193,400 34,811,600 98,600 2,600 60,900 1,200 2,895,100
Surging scenario (June 1, 2020 Re 2.0)
PCR-severe-only 3,100 551,000 612,400 6,200 364,300 3,600 -
Self-screen 3,000 546,100 539,100 5,000 313,200 3,000 19,510,600
PCR-any-symptom 12,600 2,267,100 408,300 3,600 236,700 2,100 9,600,800
PCR-all 45,000 8,094,300 397,000 3,500 226,300 2,000 9,713,600
PCR-all-repeat 203,300 36,591,000 204,600 2,600 119,000 1,200 7,674,100
Abbreviations: PCR, Polymerase chain reaction; ICU, Intensive care unit; Re, Effective reproduction number
Includes events occurring during the 180-day horizon between simulated days May 1, 2020 and November 1, 2020. PCR tests,
hospital bed-days, ICU bed-days, and self-isolation days are rounded to the nearest 100. In-text results describing percentages are
calculated from unrounded results. Cumulative self-isolation days are estimated in addition to the PCR-severe-only strategy.
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FIGURE LEGENDS
Figure 1. Model-projected SARS-CoV-2 infection prevalence and proportion of susceptible
cohort
For the modeled strategies, prevalent COVID-19 cases over time are plotted as solid lines on the
left vertical axis, while the percentages of the cohort remaining susceptible to infection over time
are plotted as dotted lines on the right vertical axis. People with SARS-CoV-2 are no longer
considered prevalent when they have recovered (Supplementary Figure 1). Results shown
represent the population of Massachusetts. Testing strategies are denoted by different colored
lines. Panel A represents a slowing scenario in which the effective reproduction number (Re) on
June 1, 2020 is 0.9. Panel B represents an intermediate scenario in which Re one June 1, 2020 is
1.3, and panel C represents a surging scenario in which Re on June 1, 2020 is 2.0.
Abbreviations: Re, effective reproduction number; PCR, Polymerase chain reaction
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Figure 2. Scenario analyses: Cumulative SARS-CoV-2 infections and mortality resulting from
alternate dates of selected testing strategies in Massachusetts
Cumulative SARS-CoV-2 infections (Panels A-C) and mortality (Panels D-F) are plotted over
time for early PCR-severe-only and two alternative testing strategies: Self-screen and PCR-all-
repeat. Different starting dates for the implementation of testing strategies are shown (April 1,
May 1, and June 1, 2020), with dash patterns indicating each start date, as listed in the figure
key. Earlier implementation of the Self-screen strategy (orange lines) and the PCR-all-repeat
testing with retesting strategy (green lines) correspond to lower cumulative infections over time.
Panels A and D represent a slowing scenario in which the effective reproduction number (Re) on
June 1, 2020 is 0.9. Panels B and E represent an intermediate scenario in which the Re on June 1,
2020 is 1.3. Panels C and F represent a surging scenario in which the Re on June 1, 2020 is 2.0.
Abbreviations: Re, effective reproduction number; PCR, polymerase chain reaction
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Figure 1. Model-projected SARS-CoV-2 infection prevalence and proportion of susceptible cohort
B. Intermediate scenario (June 1, 2020 Re 1.3)
C. Surging scenario (June 1, 2020 Re 2.0)
A. Slowing scenario (June 1, 2020 Re 0.9)
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Figure 2. Scenario analyses: Cumulative SARS-CoV-2 infections and mortality resulting from alternate dates of selected testing
strategies in Massachusetts
A. Cumulative infections: slowing scenario (June 1, 2020 Re 0.9)
B. Cumulative infections: intermediate scenario (June 1, 2020 Re 1.3)
C. Cumulative infections: surging scenario (June 1, 2020 Re 2.0)
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Figure 2. Scenario analyses: Cumulative SARS-CoV-2 infections and mortality resulting from alternate dates of selected testing
strategies in Massachusetts (continued)
E. Cumulative mortality: intermediate scenario (June 1, 2020 Re 1.3)
D. Cumulative mortality: slowing scenario (June 1, 2020 Re
0.9)
F. Cumulative mortality: surging scenario (June 1, 2020 Re 2.0)
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