Vol 9 No 1 (2022) | Letters in Biomathematics

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Published: 2022-02-15

Front Matter

Fostering Research Letters in Biomathematics Adapts to Changing Times

1
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Research

Mathematical Analysis of an Epidemic Model for COVID-19 How Important Is the People's Cautiousness Level for Eradication?

Benny Yong, Livia Owen, Jonathan Hoseana

3–22
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Effects of Contact Tracing and Self-Reporting in a Network Disease Model

Punit Gandhi, Michael A. Robert, John Palacios, David Chan

23–39
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Mathematical Modeling and Dynamics of SARS-CoV-2 in Colombia Implications to Public Health Preparedness and Managing Outbreaks

Jorge H. Rojas, Marlio Paredes, Malay Banerjee, Olcay Akman, Anuj Mubayi

41–56
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The Influence of Quarantine Before Obtaining a Partially Effective Preventive Measure

Daniel Maxin, Laurentiu Sega

57–69
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Data-Driven Approaches for Predicting Spread of Infectious Diseases Through DINNs: Disease Informed Neural Networks

Sagi Shaier, Maziar Raissi, Padmanabhan Seshaiyer

71–105
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Building Model Prototypes from Time-Course Data

Alan Veliz-Cuba, Stephen Randal Voss, David Murrugarra

107–120
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Saving the Devils Is in the Details Tasmanian Devil Facial Tumor Disease Can Be Eliminated with Interventions

Brian Drawert, Andrew S. Flies, Sean Matthew, Megan Powell, Bryan Rumsey

121–140
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A Hybrid Differential Equations Model for the Dynamics of Single and Double Strand Breaks of Cancer Cells Treated by Radiotherapy A Definition for Tumor Life-Span

Shantia Yarahmadian, Amin Oroji, Anna Katherine Williams

141–158
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