Glenn F. Webb

Glenn F. Webb

Vanderbilt University

H-index: 63

North America-United States

About Glenn F. Webb

Glenn F. Webb, With an exceptional h-index of 63 and a recent h-index of 36 (since 2020), a distinguished researcher at Vanderbilt University, specializes in the field of Mathematics, Mathematical Biology.

His recent articles reflect a diverse array of research interests and contributions to the field:

An Epidemic Model with Infection Age and Vaccination Age Structure

THE SCHRO spacing diaeresis DINGER EQUATION AND THE TWO-SLIT EXPERIMENT OF QUANTUM MECHANICS

Population Models of Epidemics with Infection Age and Vaccination Age Structure

Bifurcation analysis of critical values for wound closure outcomes in wound healing experiments

The nonlocal advection diffusion equation and the two-slit experiment in quantum mechanics

The Schrödinger equation and the two-slit experiment of quantum mechanics

The force of cell-cell adhesion in determining the outcome in a nonlocal advection diffusion model of wound healing.

Modeling vaccine efficacy for COVID-19 outbreak in New York city

Glenn F. Webb Information

University

Position

Professor of Mathematics

Citations(all)

14793

Citations(since 2020)

4784

Cited By

12393

hIndex(all)

63

hIndex(since 2020)

36

i10Index(all)

168

i10Index(since 2020)

94

Email

University Profile Page

Vanderbilt University

Google Scholar

View Google Scholar Profile

Glenn F. Webb Skills & Research Interests

Mathematics

Mathematical Biology

Top articles of Glenn F. Webb

Title

Journal

Author(s)

Publication Date

An Epidemic Model with Infection Age and Vaccination Age Structure

Infectious Disease Reports

Glenn Webb

Xinyue Evelyn Zhao

2024/1/10

THE SCHRO spacing diaeresis DINGER EQUATION AND THE TWO-SLIT EXPERIMENT OF QUANTUM MECHANICS

DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS-SERIES S

Glenn Webb

2023/1/1

Population Models of Epidemics with Infection Age and Vaccination Age Structure

Glenn Webb

Xinyue Zhao

2023/11/27

Bifurcation analysis of critical values for wound closure outcomes in wound healing experiments

Journal of Mathematical Biology

Glenn Webb

Xinyue Evelyn Zhao

2023/5

The nonlocal advection diffusion equation and the two-slit experiment in quantum mechanics

arXiv preprint arXiv:2303.10061

Glenn Webb

2023/3/17

The Schrödinger equation and the two-slit experiment of quantum mechanics

Discrete and Continuous Dynamical Systems-S

Glenn Webb

2023/1/9

The force of cell-cell adhesion in determining the outcome in a nonlocal advection diffusion model of wound healing.

Mathematical Biosciences and Engineering: MBE

Glenn Webb

2022/6/1

Modeling vaccine efficacy for COVID-19 outbreak in New York city

Biology

Jacques Demongeot

Quentin Griette

Pierre Magal

Glenn Webb

2022/2/22

A model of vaccination for dengue in the Philippines 2016–2018

Frontiers in Applied Mathematics and Statistics

Pierre Magal

Ousmane Seydi

Glenn Webb

Yixiang Wu

2021/10/1

A COVID-19 epidemic model predicting the effectiveness of vaccination in the US

Infectious Disease Reports

Glenn Webb

2021/7/26

Predicting the number of reported and unreported cases for the COVID-19 epidemics in China, South Korea, Italy, France, Germany and United Kingdom

Journal of theoretical biology

Zhihua Liu

Pierre Magal

Glenn Webb

2021/1/21

Vaccine efficacy for COVID-19 outbreak in New York City

medRxiv

Jacques Demongeot

Q Griette

P Magal

GF Webb

2021/12/18

A diffusive seir model for community transmission of covid-19 epidemics: Application to Brazil

Mathematics in Applied Sciences and Engineering

William E Fitzgibbon

Jeffrey J Morgan

Glenn F Webb

Yixiang Wu

2021/11/18

A model to predict COVID-19 epidemics withapplications to South Korea, Italy, and Spain (preprint)

Glenn F Webb

Pierre Magal

Zhihua Liu

Ousmane Seydi

2020

A model to predict COVID-19 epidemics with applications to South Korea, Italy, and Spain

medRxiv

Zhihua Liu

Pierre Magal

Ousmane Seydi

Glenn Webb

2020/4/10

Modelling the aqueous transport of an infectious pathogen in regional communities: application to the cholera outbreak in Haiti

Journal of the Royal Society Interface

William E Fitzgibbon

Jeffrey J Morgan

Glenn F Webb

Yixiang Wu

2020/8/26

One Step at a Time

Daniel D Frey

Edward M Frey

2004/7/1

Analysis of age and spatially dependent population model: application to forest growth

Nonlinear Analysis: Real World Applications

Keng Deng

Glenn F Webb

Yixiang Wu

2020/12/1

Understanding unreported cases in the COVID-19 epidemic outbreak in Wuhan, China, and the importance of major public health interventions

Biology

Zhihua Liu

Pierre Magal

Ousmane Seydi

Glenn Webb

2020/3/8

A spatial model of honey bee colony collapse due to pesticide contamination of foraging bees

Journal of mathematical biology

P Magal

GF Webb

Yixiang Wu

2020/6

See List of Professors in Glenn F. Webb University(Vanderbilt University)

Co-Authors

H-index: 87
Sten Vermund

Sten Vermund

Yale University

H-index: 51
Mats Gyllenberg

Mats Gyllenberg

Helsingin yliopisto

H-index: 42
Pierre Magal

Pierre Magal

Université de Bordeaux

H-index: 38
Doug Hardin

Doug Hardin

Vanderbilt University

H-index: 30
Lin Wang

Lin Wang

University of New Brunswick

H-index: 25
Connell McCluskey

Connell McCluskey

Wilfrid Laurier University

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