Bertozzi2020 - SIR model of scenarios of COVID-19 spread in CA and NY

Model Identifier
BIOMD0000000956
Short description
The coronavirus disease 2019 (COVID-19) pandemic has placed epidemic modeling at the forefront of worldwide public policy making. Nonetheless, modeling and forecasting the spread of COVID-19 remains a challenge. Here, we detail three regional scale models for forecasting and assessing the course of the pandemic. This work demonstrates the utility of parsimonious models for early-time data and provides an accessible framework for generating policy-relevant insights into its course. We show how these models can be connected to each other and to time series data for a particular region. Capable of measuring and forecasting the impacts of social distancing, these models highlight the dangers of relaxing nonpharmaceutical public health interventions in the absence of a vaccine or antiviral therapies.
Format
SBML
(L2V4)
Related Publication
-
The challenges of modeling and forecasting the spread of COVID-19.
- Bertozzi AL, Franco E, Mohler G, Short MB, Sledge D
- Proceedings of the National Academy of Sciences of the United States of America , 7/ 2020 , Volume 117 , Issue 29 , pages: 16732-16738 , PubMed ID: 32616574
- Department of Mathematics, University of California, Los Angeles, CA 90095; bertozzi@ucla.edu.
- The coronavirus disease 2019 (COVID-19) pandemic has placed epidemic modeling at the forefront of worldwide public policy making. Nonetheless, modeling and forecasting the spread of COVID-19 remains a challenge. Here, we detail three regional-scale models for forecasting and assessing the course of the pandemic. This work demonstrates the utility of parsimonious models for early-time data and provides an accessible framework for generating policy-relevant insights into its course. We show how these models can be connected to each other and to time series data for a particular region. Capable of measuring and forecasting the impacts of social distancing, these models highlight the dangers of relaxing nonpharmaceutical public health interventions in the absence of a vaccine or antiviral therapies.
Contributors
Submitter of the first revision: Kausthubh Ramachandran
Submitter of this revision: Kausthubh Ramachandran
Modellers: Kausthubh Ramachandran
Submitter of this revision: Kausthubh Ramachandran
Modellers: Kausthubh Ramachandran
Metadata information
is (2 statements)
isDescribedBy (1 statement)
hasTaxon (2 statements)
hasProperty (3 statements)
isDescribedBy (1 statement)
hasTaxon (2 statements)
hasProperty (3 statements)
Infectious Disease Ontology
0000503
Human Disease Ontology COVID-19
Mathematical Modelling Ontology population model
Human Disease Ontology COVID-19
Mathematical Modelling Ontology population model
Curation status
Curated
Modelling approach(es)
Tags
Connected external resources
Name | Description | Size | Actions |
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Model files |
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Bertozzi2020.xml | SBML L2V4 representation of challenges in modelling and forecasting the spread of COVID-19 | 48.58 KB | Preview | Download |
Additional files |
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Bertozzi2020.cps | CPS file created on COPASI version 4.28 (Build 226) representation of challenges in modelling and forecasting the spread of COVID-19 | 74.39 KB | Preview | Download |
Bertozzi2020.omex | COMBINE archive representation of challenges in modelling and forecasting the spread of COVID-19 | 13.63 KB | Preview | Download |
Bertozzi2020.sedml | SED-ML file representation of challenges in modelling and forecasting the spread of COVID-19 | 10.28 KB | Preview | Download |
- Model originally submitted by : Kausthubh Ramachandran
- Submitted: Aug 7, 2020 8:53:22 PM
- Last Modified: Oct 5, 2020 11:09:56 PM
Revisions
-
Version: 9
- Submitted on: Oct 5, 2020 11:09:56 PM
- Submitted by: Kausthubh Ramachandran
- With comment: Automatically added model identifier BIOMD0000000956
-
Version: 6
- Submitted on: Aug 7, 2020 9:16:09 PM
- Submitted by: Kausthubh Ramachandran
- With comment: Automatically added model identifier BIOMD0000000956
-
Version: 3
- Submitted on: Aug 7, 2020 8:59:26 PM
- Submitted by: Kausthubh Ramachandran
- With comment: Automatically added model identifier BIOMD0000000956
-
Version: 2
- Submitted on: Aug 7, 2020 8:53:22 PM
- Submitted by: Kausthubh Ramachandran
- With comment: Edited model metadata online.
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Legends
: Variable used inside SBML models
: Variable used inside SBML models
Species
Species | Initial Concentration/Amount |
---|---|
Infected C171133 ; 0000511 |
1.2639029322548E-7 item |
Susceptible 0000514 ; C171133 |
0.999999999999997 item |
Recovered C171133 ; 0000621 |
0.0 item |
Reactions
Reactions | Rate | Parameters |
---|---|---|
Susceptible => Infected | USA___CA__NY*gamma*Ro*Infected*Susceptible | gamma = 0.14; Ro = 2.7 |
Infected => Recovered | USA___CA__NY*gamma*Infected | gamma = 0.14 |
Curator's comment:
(added: 07 Aug 2020, 20:58:39, updated: 07 Aug 2020, 21:13:17)
(added: 07 Aug 2020, 20:58:39, updated: 07 Aug 2020, 21:13:17)
Following parameter changes were done -
for Fig 2, Ro was changed to 1.954 from 2.0, Io was changed to 5 from 0.025
for Fig 3, Io value for CA was changed to 5 from 0.025, Io value for NY was changed to 29 from 0.005. These changes were the results of parameter scans in COPASI to get the best fit.
For Fig 2, keep Trigger_Lockdown = 0 and Trigger_CA = 1
Figure 2 (left) and (middle) - Perform a value-based parameter scan with Ro = 1.954 and Io having values 3956, 39.56, 0.3956, 0.003956 and plot [I] vs [Time] (global quantity)
Figure 2 (right) - Perform a value-based parameter scan with Ro having the values 4.8, 2.4, 1.8 and Io = 5
For Fig 2 (middle), export the data and plot [Peak_time] vs log(epsilon) in R/Microsoft Excel
For Fig 3 (left), keep Trigger_NY = 0
Keep Trigger_CA = 1, Trigger_Lockdown = 0, and run a timecourse for 160 days with interval size = 1. Export the data from the generated graph
Keep Trigger_CA = 1, Trigger_Lockdown = 1, and run a timecourse for 160 days with interval size = 1. Export the data from the generated graph
Plot both exported data in R/Microsoft Excel
For Fig 3 (right)
For Fig 3 (left), keep Trigger_CA = 0
Keep Trigger_NY = 1, Trigger_Lockdown = 0, and run a timecourse for 160 days with interval size = 1. Export the data from the generated graph
Keep Trigger_NY = 1, Trigger_Lockdown = 1, and run a timecourse for 160 days with interval size = 1. Export the data from the generated graph
Plot both exported data in R/Microsoft Excel