J. Hyman

发表

Nonnegativity-, monotonicity-, or convexity-preserving cubic and quintic Hermite interpolation

A. Edelman, R. Dougherty, J. Hyman, 1989 .

The Kuramoto-Sivashinsky equation: a bridge between PDE's and dynamical systems

J. Hyman, B. Nicolaenko, 1986 .

Multidimensional compactons.

J. Hyman, P. Rosenau, M. Staley, 2007, Physical review letters.

Scaling laws for the movement of people between locations in a large city.

J. Hyman, G. Chowell, S. Eubank, 2003, Physical review. E, Statistical, nonlinear, and soft matter physics.

Natural discretizations for the divergence, gradient, and curl on logically rectangular grids☆

M. Shashkov, J. Hyman, 1997 .

Adjoint operators for the natural discretizations of the divergence gradient and curl on logically rectangular grids

M. Shashkov, J. Hyman, 1997 .

Using mathematical models to understand the AIDS epidemic

J. Hyman, E. A. Stanley, E. Stanley, 1988 .

Dynamical Evolution of Planetesimals in the Outer Solar System: I. The Jupiter/Saturn Zone

W. M. Kaula, J. Hyman, W. I. Newman, 1999 .

Dynamical Evolution of Planetesimals in the Outer Solar System II. The Saturn/Uranus and Uranus/Neptune Zones

W. M. Kaula, J. Hyman, W. I. Newman, 1999 .

Effects of behavioral changes in a smallpox attack model.

J. Hyman, H. Hethcote, C. Castillo-Chavez, 2005, Mathematical biosciences.

Equation-Free, Coarse-Grained Multiscale Computation: Enabling Mocroscopic Simulators to Perform System-Level Analysis

C. W. Gear, J. Hyman, I. Kevrekidis, 2003 .

Mimetic Discretizations for Maxwell's Equations

M. Shashkov, J. Hyman, 1999 .

Modeling the impact of random screening and contact tracing in reducing the spread of HIV.

J. Hyman, E. A. Stanley, Jia Li, 2003, Mathematical biosciences.

THE KURAMOTO-SIV ASIDNSKY EQUATION: A BRIDGE BETWEEN POE'S AND DYNAMICAL SYSTEMS

J. Hyman, B. Nicolaenko, 1986 .

The Numerical Solution of Diffusion Problems in Strongly Heterogeneous Non-isotropic Materials

M. Shashkov, J. Hyman, S. Steinberg, 1997 .

The Black Box Multigrid Numerical Homogenization Algorithm

J. Hyman, L. Alamos, J. Dendy, 1998 .

A strategy for detecting extreme eigenvalues bounding gaps in the discrete spectrum of self-adjoint operators

James M. Hyman, Juan M. Restrepo, Maurice Hasson, 2007, Comput. Math. Appl..

Treatment of input uncertainty in hydrologic modeling: Doing hydrology backward with Markov chain Monte Carlo simulation

Cajo J. F. ter Braak, Martyn P. Clark, Jasper A. Vrugt, 2008 .

Real-time forecasts of the 2019-nCoV epidemic in China from February 5th to February 24th, 2020

J. Hyman, G. Chowell, R. Rothenberg, 2020, 2002.05069.

Digital Removal of Random Media Image Degradations by Solving the Diffusion Equation Backwards in Time

J. Hyman, A. Carasso, J. Sanderson, 1978 .

Dynamic rezone methods for partial differential equations in one space dimension

J. Hyman, B. Larrouturou, 1989 .

Self-Adaptive Multimethod Search for Global Optimization in Real-Parameter Spaces

Bruce A. Robinson, Jasper A. Vrugt, James M. Hyman, 2009, IEEE Transactions on Evolutionary Computation.

The Orthogonal Decomposition Theorems for Mimetic Finite Difference Methods

M. Shashkov, J. Hyman, 1999 .

Modeling the Spread of Influenza Among Cities

J. Hyman, T. LaForce, 2003 .

An adaptive moving mesh method with static rezoning for partial differential equations

J. Hyman, L. Petzold, Shengtai Li, 2003 .

Model Parameters and Outbreak Control for SARS

J. Hyman, G. Chowell, C. Castillo-Chavez, 2004, Emerging infectious diseases.

Numerical methods for tracking interfaces

James M. Hyman, J. Hyman, 1984 .

A network-patch methodology for adapting agent-based models for directly transmitted disease to mosquito-borne disease

Justin K Davis, Justin K. Davis, Ivo M Foppa, 2014, Journal of biological dynamics.

Determining Important Parameters in the Spread of Malaria Through the Sensitivity Analysis of a Mathematical Model

J. Hyman, J. Cushing, N. Chitnis, 2008, Bulletin of mathematical biology.

Disease properties, geography, and mitigation strategies in a simulation spread of rinderpest across the United States

J. Hyman, B. McMahon, M. LaBute, 2011, Veterinary research.

Modelling vertical transmission in vector-borne diseases with applications to Rift Valley fever

J. Hyman, N. Chitnis, C. Manore, 2013, Journal of biological dynamics.

Comparing dengue and chikungunya emergence and endemic transmission in A. aegypti and A. albopictus.

J. Hyman, C. Manore, H. Wearing, 2014, Journal of Theoretical Biology.

Coupling Vector-host Dynamics with Weather Geography and Mitigation Measures to Model Rift Valley Fever in Africa.

J. Hyman, B. McMahon, M. LaBute, 2014, Mathematical modelling of natural phenomena.

A novel sub-epidemic modeling framework for short-term forecasting epidemic waves

J. Hyman, G. Chowell, A. Tariq, 2019, BMC Medicine.

The basic reproductive number of Ebola and the effects of public health measures: the cases of Congo and Uganda.

J. Hyman, G. Chowell, C. Castillo-Chavez, 2004, Journal of theoretical biology.

A New Integrable Shallow Water Equation

Darryl D. Holm, J. Hyman, R. Camassa, 1994 .

Short-term Forecasts of the COVID-19 Epidemic in Guangdong and Zhejiang, China: February 13–23, 2020

J. Hyman, G. Chowell, R. Rothenberg, 2020, Journal of clinical medicine.

Modeling Vocal Fold Motion with a Continuum Fluid Dynamic Model, I. Derivation and Analysis

J. Hyman, J. Xin, Yuchao Qi, 2001, nlin/0108039.

Accurate Monotonicity Preserving Cubic Interpolation

J. Hyman, 1983 .

The Diierential Infectivity and Staged Progression Models for the Transmission of Hiv

Jia Li, J. Hyman, E. A. Stanley, 1998 .

The origin of acquired immune deficiency syndrome: Darwinian or Lamarckian?

J. Hyman, G. Myers, T. Burr, 2001, Philosophical transactions of the Royal Society of London. Series B, Biological sciences.

Feedback-Based, System-Level Properties of Vertebrate-Microbial Interactions

J. Hyman, J. Hittner, G. Leitner, 2013, PloS one.

Nonlinear pattern selection in a mechanical model for morphogenesis

J. Hyman, G. Oster, J. Murray, 1986, Journal of mathematical biology.

Interactive and Dynamic Control of Adaptive Mesh Refinement with Nested Hierarchical Grids

J. Hyman, Shengtai Li, 2022 .

Adaptive Mesh Refinement for Finite Difference WENO Schemes

J. Hyman, Shengtai Li, 2022 .

Solution Adapted Nested Grid Refinement for 2-D PDEs

J. Hyman, Shengtai Li, 2022 .

An Adaptive Moving Mesh Method with Locally Refined Nested Grids for Partial Differential Equations

J. Hyman, Shengtai Li, 2022 .

Mimetic Finite Difference Methods for Diffusion Equations

M. Shashkov, J. Hyman, J. Morel, 2002 .

Mathematical and statistical estimation approaches in epidemiology

Gerardo Chowell, Carlos Castillo-Chavez, James M. Hyman, 2009 .

Transmission Dynamics of the Great Influenza Pandemic of 1918 in Geneva, Switzerland: Assessing the Effects of Hypothetical Interventions

J. Hyman, N. Hengartner, G. Chowell, 2022 .

Self adjusting grid methods for one-dimensional hyperbolic conservation laws☆

Ami Harten, James M. Hyman, J. Hyman, 1983 .

Opinion: Mathematical models: A key tool for outbreak response

Alessandro Vespignani, Madhav Marathe, John M Drake, 2014, Proceedings of the National Academy of Sciences.

An intuitive formulation for the reproductive number for the spread of diseases in heterogeneous populations.

J. Hyman, J. Li, J M Hyman, 2000, Mathematical biosciences.

Fourth- and sixth-order conservative finite difference approximations of the divergence and gradient

Mikhail Shashkov, James M. Hyman, Stanly Steinberg, 2001 .

The need for national HIV databases

J. Hyman, T. Marr, E. A. Stanley, 1988, Nature.

Estimation of the reproduction number of dengue fever from spatial epidemic data.

J. Hyman, G. Chowell, C. Castillo-Chavez, 2007, Mathematical biosciences.

The numerical differentiation of discrete functions using polynomial interpolation methods

James M. Hyman, Bernard Larrouturou, J. Hyman, 1982 .

Lessons from Nigeria: the role of roads in the geo-temporal progression of avian influenza (H5N1) virus

J. Hyman, G. Chowell, K. L. Anderson, 2009, Epidemiology and Infection.

Quantifying how social mixing patterns affect disease transmission

J. Hyman, S. D. Valle, Sarah Le Gresley, 2011 .

Modelling the transmission dynamics of acute haemorrhagic conjunctivitis: application to the 2003 outbreak in Mexico

J. Hyman, F. Brauer, G. Chowell, 2006, Statistics in medicine.

Long simulations of the Solar System: Brouwer's Law and chaos

Philip W. Sharp, Kevin R. Grazier, William I. Newman, 2005 .

Differential susceptibility epidemic models

James M Hyman, Jia Li, J. Hyman, 2005, Journal of mathematical biology.

Identifying coherent structures in nonlinear wave propagation.

J. Hyman, W. I. Newman, D. Campbell, 1991, Chaos.

The convergence of mimetic discretization for rough grids

James M. Hyman, Stanly Steinberg, J. Hyman, 2004 .

Using an agent-based sexual-network model to analyze the impact of mitigation efforts for controlling chlamydia.

J. Hyman, Asma Azizi, J. Dewar, 2020, Epidemics.

Accelerating Markov Chain Monte Carlo Simulation by Differential Evolution with Self-Adaptive Randomized Subspace Sampling

D. Higdon, J. Hyman, C. Diks, 2009 .

Quantifying Uncertainty in Stochastic Models with Parametric Variability

J. Hyman, K. Hickmann, S. D. Valle, 2015, 1503.01401.

Identification of case clusters and counties with high infective connectivity in the 2001 epidemic of foot-and-mouth disease in Uruguay.

J. Hyman, G. Chowell, A. Rivas, 2006, American journal of veterinary research.

MATHEMATICAL MODELS OF MIXING PATTERNS BETWEEN AGE GROUPS FOR PREDICTING THE SPREAD OF INFECTIOUS DISEASES

J. Hyman, N. Chitnis, S. D. Valle, 2012 .

Effects of behavioral changes and mixing patterns in mathematical models for smallpox epidemics

J. Hyman, H. Hethcote, S. D. Valle, 2005 .

An age-structured model of hiv infection that allows for variations in the production rate of viral particles and the death rate of productively infected cells.

Daniel Coombs, Patrick W Nelson, Alan S Perelson, 2004, Mathematical biosciences and engineering : MBE.

The Biosurveillance Analytics Resource Directory (BARD): Facilitating the Use of Epidemiological Models for Infectious Disease Surveillance

Alessandro Vespignani, Carmen M. Pancerella, Arvind Ramanathan, 2016, PloS one.

Nonlinear Waves and Solitons in Physical

J. Hyman, Camassa, P. Benjamin, 1998 .

Towards an Early Warning System for Forecasting Human West Nile Virus Incidence

Justin K Davis, Justin K. Davis, J. Hyman, 2014, PLoS currents.

Towards an Early Warning System for Forecasting Human West Nile Virus Incidence

Justin K Davis, Justin K. Davis, J. Hyman, 2014, PLoS currents.

Where have the Other Asteroid Belts Gone

Kevin R. Grazier, William I. Newman, James M. Hyman, 1997 .

Threshold conditions for the spread of the HIV infection in age-structured populations of homosexual men.

J. Hyman, E. A. Stanley, J. Li, 1994, Journal of theoretical biology.

Pulsating multiplet solutions of quintic wave equations

James M. Hyman, Philip Rosenau, J. Hyman, 1998 .

46. G. Wittum. Multi-grid Methods for Stokes and Navier-stokes Equations with Transform- Ing Smoothers: Algorithms and Numerical Results. Gmres: a Generalized Minimal Residual Algorithm for Solving Non-symmetric Linear Systems.grid and Iccg for Problems with Interfaces. In

R. P. Kendall, Springer-Verlag, Multi, 1995 .

Statistical Mechanics and Dynamics of the Outer Solar System: II. The Saturn/Uranus and Uranus/Neptune Zones.

W. M. Kaula, J. Hyman, W. I. Newman, 1997 .

A Multi-risk Model for Understanding the Spread of Chlamydia

J. Hyman, Asma Azizi, Ling Xue, 2016 .

Modeling Spatial Waves of Wolbachia Invasion for Controlling Mosquito-Borne Diseases

J. Hyman, Zhuolin Qu, Tong Wu, 2021, SIAM J. Appl. Math..

Equation-Free Multiscale Computation: enabling microscopic simulators to perform system-level tasks

C. W. Gear, J. Hyman, I. Kevrekidis, 2002, physics/0209043.

Compacton solutions in a class of generalized fifth-order Korteweg-de Vries equations.

J. Hyman, A. Khare, Fred Cooper, 1997, Physical review. E, Statistical, nonlinear, and soft matter physics.

An ensemble n-sub-epidemic modeling framework for short-term forecasting epidemic trajectories: Application to the COVID-19 pandemic in the USA

J. Hyman, G. Chowell, K. Roosa, 2022, PLoS Comput. Biol..

A Process-based Model with Temperature, Water, and Lab-derived Data Improves Predictions of Daily Culex pipiens/restuans Mosquito Density

J. Hyman, D. Osthus, C. Manore, 2022, Journal of Medical Entomology.

Mimetic Discretizations forMaxwell ' s Equations and theEquations of Magnetic Di usion

M. Shashkov, J. Hyman, 2007 .

Applications of Algebraic Topology to Compatible Spatial Discretizations

J. Hyman, P. Bochev, 2005 .

A Modified Hai–Murphy Model of Uterine Smooth Muscle Contraction

Jennifer L. Robichaux, J. Hyman, Peter C. Stapor, 2011, Bulletin of Mathematical Biology.

Applications of Algebraic Topology to Compatible Spatial

J. Hyman, P. Bochev, Discretizations, 2005 .

Mixing patterns between age groups in social networks

Herbert W. Hethcote, Stephen Eubank, James M. Hyman, 2007, Soc. Networks.

A HYBRID MULTISCALE METHOD FOR COUPLING ATOMISTIC AND CONTINUUM MODELS

J. Hyman, Yi Sun, Li Shengtai, 2013 .

New coronavirus outbreak: Framing questions for pandemic prevention

James M. Hyman, Scott P. Layne, Jeffery K. Taubenberger, 2020, Science Translational Medicine.

Bifurcation Analysis of a Mathematical Model for Malaria Transmission

NAKUL CHITNIS, J. M. CUSHING, J. M. HYMAN, 2006, SIAM J. Appl. Math..

Sensitivity Analysis for Uncertainty Quantification in Mathematical Models

James M. Hyman, Leon Arriola, J. Hyman, 2009 .

Being Sensitive to Uncertainty

James M. Hyman, Leon M. Arriola, J. Hyman, 2007, Computing in Science & Engineering.

Human-mediated foot-and-mouth disease epidemic dispersal: disease and vector clusters.

J. Hyman, G. Chowell, S. Schwager, 2006, Journal of veterinary medicine. B, Infectious diseases and veterinary public health.

A Modified Hai–Murphy Model of Uterine Smooth Muscle Contraction

Jennifer L. Robichaux, James M Hyman, J. Hyman, 2012, Bulletin of mathematical biology.

Modelling HIV/AIDS and monkeypox co-infection

Claver P. Bhunu, Steady Mushayabasa, J. M. Hyman, 2012, Appl. Math. Comput..

Human–Mosquito Contact: A Missing Link in Our Understanding of Mosquito-Borne Disease Transmission Dynamics

Durrell D. Kapan, J. Hyman, S. Bennett, 2021, Annals of the Entomological Society of America.

Connecting Network Properties of Rapidly Disseminating Epizoonotics

James B. Hittner, James M. Hyman, Ariel L. Rivas, 2012, PloS one.

Effect of screening young men for Chlamydia trachomatis on the rates among women: a network modelling study for high-prevalence communities

J. Hyman, N. Schmidt, P. Kissinger, 2021, BMJ Open.

Modelling the Impact of Screening Men for Chlamydia Trachomatis on the Prevalence in Women

J. Hyman, N. Schmidt, P. Kissinger, 2020, 2008.05579.

Using an agent-based sexual-network model to guide mitigation efforts for controlling chlamydia

J. Hyman, Asma Azizi, J. Dewar, 2017, bioRxiv.

A mathematical model for the spread of west nile virus in migratory and resident birds.

Carrie A Manore, James M Hyman, J. Hyman, 2015, Mathematical biosciences and engineering : MBE.

The Western Africa Ebola Virus Disease Epidemic Exhibits Both Global Exponential and Local Polynomial Growth Rates

Gerardo Chowell, Cécile Viboud, Lone Simonsen, 2014, PLoS currents.

Generating bipartite networks with a prescribed joint degree distribution

Tong Wu, James M. Hyman, Asma Azizi Boroojeni, 2017, J. Complex Networks.

Improving the damage accumulation in a biomechanical bone remodelling model

J.M. Restrepo, R. Choksi, J.M. Hyman, 2009, Computer methods in biomechanics and biomedical engineering.

We use these formulas and numerical simulations to examine the relative importance of di erent stages of infection and di erent chronic levels of virus to the spreading of the disease

J. Hyman, E. A. Stanley, Jia Li, 1999 .

Epidemic Forecasting is Messier Than Weather Forecasting: The Role of Human Behavior and Internet Data Streams in Epidemic Forecast.

Reid Priedhorsky, Kelly R. Moran, Nicholas Generous, 2016, The Journal of infectious diseases.

Mask-Ematics: Modeling the Effects of Masks in COVID-19 Transmission in High-Risk Environments

Gerardo Chowell, James M. Hyman, Bin Zhang, 2021, Epidemiolgia.

On Davydov's alpha-helix solitons

J. Hyman, A. Scott, D. McLaughlin, 1981 .

Mathematical Modeling of the Effectiveness of Facemasks in Reducing the Spread of Novel Influenza A (H1N1)

James M. Hyman, J. Hyman, S. D. Del Valle, 2010, PloS one.

Predicting scorpion sting incidence in an endemic region using climatological variables

J. Hyman, G. Chowell, N. Hengartner, 2005, International journal of environmental health research.

A risk-based model for predicting the impact of using condoms on the spread of sexually transmitted infections

J. Hyman, Asma Azizi, Karen Ríos-Soto, 2017, Infectious Disease Modelling.

Approximation of boundary conditions for mimetic finite-difference methods

Mikhail Shashkov, James M. Hyman, M. Shashkov, 1998 .

On Finite-Difference Approximations and Entropy Conditions for Shocks

James M. Hyman, Peter D. Lax, Barbara Keyfitz, 2015 .

Two-sex mosquito model for the persistence of Wolbachia

Carrie A Manore, Ling Xue, James M Hyman, 2015, Journal of biological dynamics.

A data-driven network model for the emerging COVID-19 epidemics in Wuhan, Toronto and Italy

Huafeng Li, Joel C. Miller, Wei Sun, 2020, Mathematical Biosciences.

Modeling Sustained Transmission of Wolbachia among Anopheles Mosquitoes: Implications for Malaria Control in Haiti

J. Hyman, A. Young, Zhuolin Qu, 2023, Tropical medicine and infectious disease.

Modeling the Effectiveness of Isolation Strategies in Preventing STD Epidemics

Jia Li, James M. Hyman, J. Hyman, 1998, SIAM J. Appl. Math..

Forecasting the 2013–2014 Influenza Season Using Wikipedia

James M. Hyman, Alina Deshpande, Reid Priedhorsky, 2014, PLoS Comput. Biol..

Differential susceptibility and infectivity epidemic models.

James M Hyman, Jia Li, J. Hyman, 2005, Mathematical biosciences and engineering : MBE.

Spatial and temporal dynamics of dengue fever in Peru: 1994–2006

J. Hyman, G. Chowell, C. Castillo-Chavez, 2008, Epidemiology and Infection.

The Effect of Social Mixing Patterns on the Spread of AIDS

James M. Hyman, J. Hyman, E. A. Stanley, 1989 .

Nonlinear waves and solitons in physical systems

James M. Hyman, Roberto Camassa, J. Hyman, 1998 .

Nonlinear systems of partial differential equations in applied mathematics

Darryl D. Holm, J. Hyman, B. Nicolaenko, 1986 .

A Spatial Model of Mosquito Host-Seeking Behavior

James M. Hyman, Bree Cummins, Ricardo Cortez, 2012, PLoS Comput. Biol..

The reproductive number for an HIV model with differential infectivity and staged progression

James M. Hyman, Jia Li, J. Hyman, 2005 .

Effective vaccination strategies for realistic social networks

Joel C. Miller, James M. Hyman, Joel C. Miller, 2007 .

Constructing Rigorous and Broad Biosurveillance Networks for Detecting Emerging Zoonotic Outbreaks

Jason L. Loeppky, Dennis R. Powell, J. Hyman, 2015, PloS one.

Clinical diagnostic delays and epidemiology of dengue fever during the 2002 outbreak in Colima, Mexico

J. Hyman, G. Chowell, C. Castillo-Chavez, 2007 .

Epidemiological Models for Mutating Pathogens

Jia Li, James M. Hyman, Zhien Ma, 2004, SIAM J. Appl. Math..

Numerical Methodologies for Solving Partial Differential Equations

J. Hyman, 1990 .

A New Age-Structured Multiscale Model of the Hepatitis C Virus Life-Cycle During Infection and Therapy With Direct-Acting Antiviral Agents

Alan S. Perelson, Marcelo Lobosco, James M. Hyman, 2018, Frontiers in Microbiology.

Sub-epidemic model forecasts for COVID-19 pandemic spread in the USA and European hotspots, February-May 2020

J. Hyman, G. Chowell, R. Rothenberg, 2020, medRxiv.

Bounded and unbounded patterns of the Benney equation

J. Hyman, P. Rosenau, A. Oron, 1992 .

Critical response to post-outbreak vaccination against foot-and-mouth disease

J. Hyman, G. Chowell, C. Castillo-Chavez, 2005 .

Estimation of the reproductive number of the Spanish flu epidemic in Geneva, Switzerland.

J. Hyman, N. Hengartner, G. Chowell, 2006, Vaccine.

Quantification of human-mosquito contact rate using surveys and its application in determining dengue viral transmission risk

J. Hyman, D. Wesson, J. Yukich, 2019, bioRxiv.

Understanding the Impact of Face Mask Usage Through Epidemic Simulation of Large Social Networks

Susan M. Mniszewski, Reid Priedhorsky, Sara Y. Del Valle, 2013, Theories and Simulations of Complex Social Systems.

Mathematical and Statistical Modeling for Emerging and Re-emerging Infectious Diseases

J. Hyman, G. Chowell, 2016 .

Multi-model forecasts of the ongoing Ebola epidemic in the Democratic Republic of Congo, March–October 2019

J. Hyman, G. Chowell, P. Yan, 2020, Journal of the Royal Society Interface.

Comparing the effectiveness of different strains of Wolbachia for controlling chikungunya, dengue fever, and zika

J. Hyman, Ling Xue, Xin Fang, 2018, PLoS neglected tropical diseases.

ENERGY STABILITY BOUNDS ON CONVECTIVE HEAT TRANSPORT : NUMERICAL STUDY

Charles R. Doering, James M. Hyman, J. Hyman, 1997 .

Behavior Changes in SIS STD Models with Selective Mixing

Jia Li, James M. Hyman, J. Hyman, 1997, SIAM J. Appl. Math..

Computer arithmetic for probability distribution variables

Weiye Li, James Mac Hyman, J. Hyman, 2004, Reliab. Eng. Syst. Saf..

Mimetic Finite Difference Methods for Maxwell's Equations and the Equations of Magnetic Diffusion - Abstract

M. Shashkov, J. Hyman, M. Shashkov, 2001 .

Method of lines approach to the numerical solution of conservation laws

J. M. Hyman, J. Hyman, 1979 .

The basic reproduction number R0 and effectiveness of reactive interventions during dengue epidemics: the 2002 dengue outbreak in Easter Island, Chile.

J. Hyman, G. Chowell, X. Aguilera, 2013, Mathematical biosciences and engineering : MBE.

Modeling the Impact of Behavior Changes on the Spread of Pandemic Influenza

Susan M. Mniszewski, James M. Hyman, Sara Y. Del Valle, 2012, Modeling the Interplay Between Human Behavior and the Spread of Infectious Diseases.

Estimating the reproduction number from the initial phase of the Spanish flu pandemic waves in Geneva, Switzerland.

Gerardo Chowell, Nicolas W Hengartner, James M Hyman, 2007, Mathematical biosciences and engineering : MBE.

The role of spatial mixing in the spread of foot-and-mouth disease.

J. Hyman, G. Chowell, C. Castillo-Chavez, 2006, Preventive veterinary medicine.

The initialization and sensitivity of multigroup models for the transmission of HIV.

J. Hyman, E. A. Stanley, J. Li, 2001, Journal of theoretical biology.

Generating a heterosexual bipartite network embedded in social network pdf

Bryan Lewis, Asma Azizi Boroojeni, Zhuolin Qu, 2020, Appl. Netw. Sci..

Mathematical models of contact patterns between age groups for predicting the spread of infectious diseases.

Nakul Chitnis, Sara Y Del Valle, J. Hyman, 2013, Mathematical biosciences and engineering : MBE.

An epidemic model for Acute Hemorrhagic Conjunctivitis : Application to a 2003 outbreak in Mexico

J. Hyman, F. Brauer, G. Chowell, 2005 .

Periodic Solutions of a Logistic Difference Equation

J. Hyman, F. Hoppensteadt, 1977 .

An age-based multiscale mathematical model of the hepatitis C virus life-cycle during infection and therapy: Including translation and replication

Alan S. Perelson, Ruy Freitas Reis, Marcelo Lobosco, 2017 .

Stability, Relaxation, and Oscillation of Biodegradation Fronts

James M. Hyman, Jack X. Xin, J. Hyman, 2000, SIAM J. Appl. Math..

High order finite volume approximations of differential operators on nonuniform grids

James M. Hyman, J. Hyman, J. Scovel, 1992 .

A MATLAB toolbox to fit and forecast growth trajectories using phenomenological growth models: Application to epidemic outbreaks

J. Hyman, G. Chowell, K. Roosa, 2023, Research square.

Compactons: Solitons with finite wavelength.

Hyman, J. Hyman, P. Rosenau, 1993, Physical review letters.

Optimizing human activity patterns using global sensitivity analysis

Susan M. Mniszewski, James M. Hyman, Sara Y. Del Valle, 2013, Computational and Mathematical Organization Theory.

Real-time forecasts of the COVID-19 epidemic in China from February 5th to February 24th, 2020

J. Hyman, G. Chowell, P. Yan, 2020, Infectious Disease Modelling.

Modeling the Transmission of Wolbachia in Mosquitoes for Controlling Mosquito-Borne Diseases

J. Hyman, Ling Xue, Zhuolin Qu, 2017, SIAM J. Appl. Math..

An ensemble n-sub-epidemic modeling framework for short-term forecasting epidemic trajectories: Application to the COVID-19 pandemic in the USA

J. Hyman, G. Chowell, K. Roosa, 2022, medRxiv.

Adaptive Mesh Reflnement for Finite Difierence WENO Schemes

Shengtai Li, J. Mac Hyman, J. Hyman, 2003 .

Principles of Mimetic Discretizations of Differential Operators

Pavel B. Bochev, James M. Hyman, J. Hyman, 2006 .

Mathematical applications associated with the deliberate release of infectious agents

Gerardo Chowell, Herbert W. Hethcote, Carlos Castillo-Chavez, 2005 .

Bifurcation Analysis of a Mathematical Model for Malaria Transmission

J. Hyman, J. Cushing, N. Chitnis, 2006, SIAM J. Appl. Math..

Plasma diffusion across a magnetic field

J. Hyman, P. Rosenau, 1986 .

An Algorithm for Aligning a Quadrilateral Grid with Internal Boundaries

Mikhail Shashkov, Shengtai Li, Patrick M. Knupp, 2000 .

Analytical effective coefficient and a first-order approximation for linear flow through block permeability inclusions

James M. Hyman, Bryan J. Travis, Rosangela F. Sviercoski, 2008, Comput. Math. Appl..

Disease transmission models with biased partnership selection

James M. Hyman, Jia Li, J. Hyman, 1997 .

Biased preference models for partnership formation

J. Hyman, Jia Li, 1995 .

Mimetic finite difference operators for second-order tensors on unstructured grids

Mikhail Shashkov, James M. Hyman, James C. Campbell, 2002 .

A Numerical Study of the Exact Evolution Equations for Surface Waves in Water of Finite Depth

James M. Hyman, Yi A. Li, J. Hyman, 2004 .

Mesh refinement and local inversion of elliptic partial differential equations

J. Hyman, 1977 .

Opinion: Mathematical models: A key tool for outbreak response

J. Hyman, Alessandro Vespignani, L. Meyers, 2014, Proceedings of the National Academy of Sciences of the United States of America.

Ebola: mobility data.

A. Vespignani, A. Vespignani, J. Hyman, 2014, Science.

The Role of Network Topology on the Initial Growth Rate of Influenza Epidemics

James M. Hyman, Rosalyn Rael, J. Hyman, 2003 .

Numerical Methods for Nonlinear Differential Equations

J. Hyman, 1982 .

Modeling the Impact of Behavior Change on the Spread of Ebola

James M. Hyman, Jeremy Dewar, Ling Xue, 2016 .