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SIAM Epidemiology Collection

image/jpeg iconepidemiology2.jpg [2]

La Society for Industrial and Applied Mathematics es una asociación internacional líder en matemáticas aplicadas, y sus publicaciones podrían ser el núcleo de una colección adecuada en matemáticas. Uno de los objetivos de esta organización es hacer que el flujo de información entre la universidad y la industria fluya mejor. Cumple este objetivo admirablemente y muchas de las principales instituciones académicas del mundo son miembros.

La Society for Industrial and Applied Mathematics (SIAM), con sede en Filadelfia, fue fundada en 1951 para promover la aplicación de las matemáticas a la ciencia y la industria, promover la investigación matemática y proporcionar medios para el intercambio de información e ideas entre matemáticos, ingenieros y científicos.

SIAM cuenta con un completo programa de publicaciones en matemáticas aplicadas y computacionales, que incluye 11 prestigiosas revistas de investigación.

La Colección de Epidemiología de SIAM se ha puesto a disposición de forma gratuita en respuesta al brote del nuevo coronavirus SARS-CoV-2 y la enfermedad asociada COVID-19. Esperamos que este contenido sobre epidemiología, modelización de enfermedades, pandemias y vacunas ayude en la lucha rápida contra este problema global.

Contenidos sobre COVID-19

• An Alternative System for Curbing COVID-19 Spread in the U.S. [3]
• A Mathematical Model to Support Hospital Workflow Management During a Pandemic [4]
• A Model to Predict COVID-19 Epidemics with Applications to South Korea, Italy, and Spain [5]
• Choosing Intervention Strategies During an Emerging Epidemic [6]
• Deep Learning for COVID-19 Diagnosis [7]
• First-principles Machine Learning for COVID-19 Modeling [8]
• Math and AI-based Repositioning of Existing Drugs for COVID-19 [9]
• Mathematicians Quickly Respond to the COVID-19 Pandemic [10]
• Modelling Global Outbreaks and Proliferation of COVID-19 [11]
• Modeling the Spread of COVID-19 [12]
• Networked Epidemiology for COVID-19 [13]
• The Forensics of Emerging Diseases [14]
• The Mathematics of Mass Testing for COVID-19 [15]

Otros contenidos sobre Epidemiología

• A Bound of Convergence Rate in Weak Law of Large Numbers for Epidemic Process [16]
• A Delay Reaction-Diffusion Model of the Spread of Bacteriophage Infection [17]
• A Diffusion Model for AIDS in a Closed, Heterosexual Population: Examining Rates of Infection [18]
• A Hepatitis B and C Virus Model with Age since Infection that Exhibits Backward Bifurcation [19]
• A Limit Distribution of the Duration of an Epidemic [20]
• A Mathematical Model of the Spread of Feline Leukemia Virus (FeLV) Through a Highly Heterogeneous Spatial Domain [21]
• A Method to Deal With the Critical Case in Stochastic Population Dynamics [22]
• A Model for Viral Genome Packing [23]
• A Multipatch Malaria Model with Logistic Growth Populations [24]
• A Nonlocal and Time-Delayed Reaction-Diffusion Model of Dengue Transmission [25]
• A Reaction-Diffusion Lyme Disease Model with Seasonality [26]
• A School-Oriented, Age-Structured Epidemic Model [27]
• A Stochastic Differential Equation SIS Epidemic Model [28]
• A Stochastic Model of a Nonhomogeneous Carrier-Borne Epidemic [29]
• A Vaccination Model for Transmission Dynamics of Influenza [30]
• A West Nile Virus Transmission Model with Periodic Incubation Periods [31]
• An Advection and Age-Structured Approach to Modeling Bird Migration and Indirect Transmission of Avian Influenza [32]
• An Age-Structured Epidemic Model in a Patchy Environment [33]
• An Epidemic Model with Population Dispersal and Infection Period [34]
• An Exploration and Simulation of Epidemic Spread and its Control in Multiplex Networks [35]
• Analysis of a Reaction-Diffusion System Modeling Man--Environment--Man Epidemics [36]
• Analysis of an Antimicrobial Resistance Transmission Model [37]
• Analysis of Combined Langerhans and CD4+ T Cells HIV Infection [38]
• Analysis of Hepatitis C Virus Infection Models with Hepatocyte Homeostasis [39]
• Analytical and Numerical Results for the Age-Structured S-I-S Epidemic Model with Mixed Inter-Intracohort Transmission [40]
• Analytical Study of Optimal Control Intervention Strategies for Ebola Epidemic Model [41]
• Applying Regular Perturbation Analysis to HCV Viral Load Equations* [42]
• Approximation Algorithms for Reducing the Spectral Radius to Control Epidemic Spread [43]
• Asymptotic Behavior and Numerical Simulations for an Infection Load-Structured Epidemiological Model: Application to the Transmission of Prion Pathologies [44]
• Asymptotic Behavior of Some Deterministic Epidemic Models [45]
• Asymptotic Control for a Class of Piecewise Deterministic Markov Processes Associated to Temperate Viruses [46]
• Asymptotic Profiles of Basic Reproduction Number for Epidemic Spreading in Heterogeneous Environment [47]
• Asymptotic Profiles of the Steady States for an SIS Epidemic Patch Model [48]
• Avian Influenza Dynamics Under Periodic Environmental Conditions [49]
• Basic Reproduction Numbers for Reaction-Diffusion Epidemic Models [50]
• Behavior Changes in SIS STD Models with Selective Mixing [51]
• Bifurcation Analysis of a Generalized Impulsive Kolmogorov Model With Applications to Pest and Disease Control [52]
• Bifurcation Analysis of a Mathematical Model for Malaria Transmission [53]
• Bifurcation Analysis of an SIRS Epidemic Model with Generalized Incidence [54]
• Bioterrorism: Mathematical Modeling Applications in Homeland Security (Full e-book) [55]
• Branching Process Approximation of Epidemic Models [56]
• Budgeted Maximum Coverage with Overlapping Costs: Monitoring the Emerging Infections Network* [57]
• Can Pathogen Spread Keep Pace with its Host Invasion? [58]
• Case Study: Models of Infection: Person to Person [59]
• Case Study: More Models of Infection: It's Epidemic [60]
• Classification of Asymptotic Behavior in a Stochastic SIR Model [61]
• Coexistence of Limit Cycles and Homoclinic Loops in a SIRS Model with a Nonlinear Incidence Rate [62]
• Competitive Exclusion and Coexistence of Multiple Strains in an SIS STD Model [63]
• Conditions for Transient Viremia in Deterministic in-Host Models: Viral Blips Need No Exogenous Trigger [64]
• Control Strategies for TB Epidemics [65]
• Cooperative Epidemic Spreading on a Two-Layered Interconnected Network [66]
• Coupled Parabolic and Hyperbolic Equations Modeling Age-Dependent Epidemic Dynamics with Nonlinear Diffusion [67]
• DAVA: Distributing Vaccines over Networks under Prior Information [68]
• Demographic Change and Persistence of HIV/AIDS in a Heterogeneous Population [69]
• Developing a model from the ground up: Case study of the spread of an infection [70]
• Discrete-Time SIS EpidemicModel in a Seasonal Environment [71]
• Dynamic Control of Modern, Network-Based Epidemic Models [72]
• Dynamic Mode Decomposition: Data-Driven Modeling of Complex Systems (Full e-book) [73]
• Dynamics of a Time-Delayed Lyme Disease Model with Seasonality [74]
• Dynamics of Two-Strain Influenza with Isolation and Partial Cross-Immunity [75]
• Early HIV Infection Predictions: Role of Viral Replication Errors [76]
• Effective Motion of a Virus Trafficking Inside a Biological Cell [77]
• Effects of Randomness of Risk Factors on the HIV Epidemic in Homosexual Populations [78]
• Endemic Bubbles Generated by Delayed Behavioral Response: Global Stability and Bifurcation Switches in an SIS Model [79]
• Endemic Models with Arbitrarily Distributed Periods of Infection I: Fundamental Properties of the Model [80]
• Endemic Models with Arbitrarily Distributed Periods of Infection II: Fast Disease Dynamics and Permanent Recovery [81]
• Endemic Thresholds and Stability in a Class of Age-Structured Epidemics [82]
• Epidemic Estimation with Removal Time Data [83]
• Epidemic Models [84]
• Epidemic Outbreaks in Networks with Equitable or Almost-Equitable Partitions [85]
• Epidemic Spread and Variation of Peak Times in Connected Regions Due to Travel-Related Infections---Dynamics of an Antigravity-Type Delay Differential Model [86]
• Epidemiological Consequences of Imperfect Vaccines for Immunizing Infections [87]
• Epidemiological Models for Mutating Pathogens [88]
• Epidemiology [89]
• Equivalence of the Erlang-Distributed SEIR Epidemic Model and the Renewal Equation [90]
• Estimation of Induction Distributions with Doubly Censored Data and Application to AIDS [91]
• Final Probabilities for a Branching Process with Interaction of Particles and an Epidemic Process [92]
• Final Size of an Epidemic for a Two-Group SIR Model [93]
• Finding Strategies to Regulate Propagation and Containment of Dengue via Invariant Manifold Analysis [94]
• Fractional Immunization in Networks [95]
• Global Behavior of a Multi-Group SIR Epidemic Model with Age Structure and an Application to the Chlamydia Epidemic in Japan [96]
• Global Behavior of an Age-Structured Epidemic Model [97]
• Global Dynamics of a General Class of Multistage Models for Infectious Diseases [98]
• Global Dynamics of an SEIR Epidemic Model with Vertical Transmission [99]
• Global Results for an Epidemic Model with Vaccination that Exhibits Backward Bifurcation [100]
• Global Solution for a Diffusive Nonlinear Deterministic Epidemic Model [101]
• Global Stability for a Virus Dynamics Model with Nonlinear Incidence of Infection and Removal [102]
• Global Stability of a Nonlinear Viral Infection Model with Infinitely Distributed Intracellular Delays and CTL Immune Responses [103]
• Global Stability of Infectious Disease Models Using Lyapunov Functions [104]
• Global Stability of Virus Spreading in Complex Heterogeneous Networks [105]
• Hidden Hazards: Finding Missing Nodes in Large Graph Epidemics [106]
• Hierarchical Mixed-Effects Model for HIV Dynamics [107]
• Hopf Bifurcation in a System of Functional Equations Modeling the Spread of an Infectious Disease [108]
• Host Demographic Allee Effect, Fatal Disease, and Migration: Persistence or Extinction [109]
• How May Infection-Age-Dependent Infectivity Affect the Dynamics of HIV/AIDS? [110]
• Human Immunodeficiency Virus: Quasi-Species and Drug Resistance [111]
• Impact of Intracellular Delays and Target-Cell Dynamics on In Vivo Viral Infections [112]
• In the Garden of Branching Processes [113]
• Learning Feature Dependencies for Noise Correction in Biomedical Prediction [114]
• Longtime Behavior of Solutions of a SIS Epidemiological Model [115]
• Long-Term Analysis of a Stochastic SIRS Model with General Incidence Rates [116]
• Lyapunov Functionals for Delay Differential Equations Model of Viral Infections [117]
• Mathematical Analysis of Age?Structured HIV?1 Dynamics with Combination Antiretroviral Therapy [118]
• Mathematical Analysis of HIV-1 Dynamics in Vivo [119]
• Mathematical Modelling [120]
• Mathematical Modeling for Schistosomiasis with Seasonal Influence: A Case Study in Hubei, China [121]
• Mathematical Models and the Design of Public Health Policy: Hiv and Antiviral Therapy [122]
• Mathematical Models for Communicable Diseases (Full e-book) [123]
• Mathematical Models in Biology (Full e-book) [124]
• Modeling HIV-1 Virus Dynamics with Both Virus-to-Cell Infection and Cell-to-Cell Transmission [125]
• Modeling Intervention Measures and Severity-Dependent Public Response during Severe Acute Respiratory Syndrome Outbreak [126]
• Modeling Memory Effects in Activity-Driven Networks [127]
• Modeling Pharmacodynamics on HIV Latent Infection: Choice of Drugs is Key to Successful Cure via Early Therapy [128]
• Modeling the Early Steps of Cytoplasmic Trafficking in Viral Infection and Gene Delivery [129]
• Modeling the Effect of Public Health Campaigns on the Spread of Aids [130]
• Modeling the Effectiveness of Isolation Strategies in Preventing STD Epidemics [131]
• Modeling the Transmission of Wolbachia in Mosquitoes for Controlling Mosquito-Borne Diseases [132]
• Multiscale Flux-Based Modeling of Biofilm Communities [133]
• Nonlinear Oscillations in Epidemic Models [134]
• Nonzero Solutions of Nonlinear Integral Equations Modeling Infectious Disease [135]
• Numerical Analysis of a Model for the Spread of HIV/AIDS [136]
• Occurrence vs. Absence of Taxis-Driven Instabilities in a May--Nowak Model for Virus Infection [137]
• On a Diffusive Susceptible-Infected-Susceptible Epidemic Model with Mass Action Mechanism and Birth-Death Effect: Analysis, Simulations, and Comparison with Other Mechanisms [138]
• On a Network Model of Two Competitors With Applications to the Invasion and Competition of Aedes Albopictus and Aedes Aegypti Mosquitoes in the United States [139]
• On Identifiability of Nonlinear ODE Models and Applications in Viral Dynamics [140]
• On the Basic Reproduction Number of Reaction-Diffusion Epidemic Models [141]
• On the Distribution of the Size of an Epidemicin a Non-Markovian Model [142]
• Optimal Containment of Epidemics over Temporal Activity-Driven Networks [143]
• Optimal control strategies for reducing the number of active infected individuals with tuberculosis* [144]
• Optimal Releases for Population Replacement Strategies: Application to Wolbachia [145]
• Optimal Vaccination Patterns in Age-Structured Populations [146]
• Periodic Solutions for a Reaction-Diffusion System Modelling the Spread of a Class of Epidemics [147]
• Perturbation and Maximum Number of Infectives of Some SIR Epidemic Models [148]
• Predictive Modeling with Heterogeneous Sources [149]
• Reproduction Numbers and the Stability of Equilibria of SI Models for Heterogeneous Populations [150]
• Rich Bifurcation Structure in a Two-Patch Vaccination Model [151]
• Risk-Dependent Centrality in Economic and Financial Networks [152]
• SIR-Network Model and Its Application to Dengue Fever [153]
• Some Vector Borne Diseases with Structured Host Populations: Extinction and Spatial Spread [154]
• Sparse Representation for HIV-1 Protease Drug Resistance Prediction* [155]
• Spatial and Temporal Dynamics of a Nonlocal Viral Infection Model [156]
• Spatial Invasion Threshold of Lyme Disease [157]
• Stability Analysis of Delay Models in Biosciences [158]
• Stability and Bifurcation for a Multiple-Group Model for the Dynamics of HIV/AIDS Transmission [159]
• Stability and Sensitivity Analysis of the iSIR Model for Indirectly Transmitted Infectious Diseases with Immunological Threshold [160]
• Stochastic Analysis of Pre- and Postexposure Prophylaxis against HIV Infection [161]
• Stochastic Simulation Models for Two Immunization Problems [162]
• The Asymptotic Analysis of a Stochastic Model of an Epidemic [163]
• The Complete Classification for Dynamics in a Nine-Dimensional West Nile Virus Model [164]
• The Interaction of Migratory Birds and Domestic Poultry and Its Role in Sustaining Avian Influenza [165]
• The Law of Large Numbers for the Number of Active Particles in an Epidemic Model [166]
• The Mathematics of Infectious Diseases [167]
• The Role of Coinfection in Multidisease Dynamics [168]
• The Spread and Quarantine of HIV Infection in a Prison System [169]
• Theories of Epidemics [170]
• Travel Frequency and Infectious Diseases [171]
• Traveling Waves for a Class of Diffusive Disease-Transmission Models with Network Structures [172]
• Turning Points And Relaxation Oscillation Cycles in Simple Epidemic Models [173]
• Two-Group Infection Age Model Including an Application to Nosocomial Infection [174]
• Use of the Back-Projection Method for Predictions of the Australian Aids Epidemic [175]
• Validating an Assay of Viral Contamination [176]
• Viral Blips May Not Need a Trigger: How Transient Viremia Can Arise in Deterministic In-Host Models [177]
• Virus Dynamics: A Global Analysis [178]

Fuentes:

JSTOR

https://www.jstor.org/publisher/siam [179]

SIAM

https://epubs.siam.org/page/EpidemiologyCollection [1]

Palabras clave: Society for Industrial and Applied Mathematics, SIAM, Colección de Epidemiología, publicaciones
URL del envío: http://www.cfg.sld.cu/anuncio/2020/09/01/siam-epidemiology-collection

Enlaces:
[1] https://epubs.siam.org/page/EpidemiologyCollection
[2] http://www.cfg.sld.cu/sites/www.cfg.sld.cu/files/imagen/1/epidemiology2.jpg
[3] https://sinews.siam.org/Details-Page/an-alternative-system-for-curbing-covid-19-spread-in-the-us
[4] https://sinews.siam.org/Details-Page/a-mathematical-model-to-support-hospital-workflow-management-during-a-pandemic
[5] https://sinews.siam.org/Details-Page/a-model-to-predict-covid-19-epidemics-with-applications-to-south-korea-italy-and-spain
[6] https://sinews.siam.org/Details-Page/choosing-intervention-strategies-during-an-emerging-epidemic
[7] https://sinews.siam.org/Details-Page/deep-learning-for-covid-19-diagnosis
[8] https://sinews.siam.org/Details-Page/first-principles-machine-learning-for-covid-19-modeling
[9] https://sinews.siam.org/Details-Page/math-and-ai-based-repositioning-of-existing-drugs-for-covid-19
[10] https://sinews.siam.org/Details-Page/mathematicians-quickly-respond-to-the-covid-19-pandemic
[11] https://sinews.siam.org/Details-Page/modelling-global-outbreaks-and-proliferation-of-covid-19
[12] https://sinews.siam.org/Details-Page/modeling-the-spread-of-covid-19
[13] https://sinews.siam.org/Details-Page/networked-epidemiology-for-covid-19
[14] https://sinews.siam.org/Details-Page/the-forensics-of-emerging-diseases
[15] https://sinews.siam.org/Details-Page/the-mathematics-of-mass-testing-for-covid-19
[16] https://epubs.siam.org/doi/abs/10.1137/S0040585X97984334
[17] https://epubs.siam.org/doi/abs/10.1137/S0036139903436613
[18] https://epubs.siam.org/doi/abs/10.1137/S003613999223911X
[19] https://epubs.siam.org/doi/abs/10.1137/10079690X
[20] https://epubs.siam.org/doi/abs/10.1137/1120087
[21] https://epubs.siam.org/doi/abs/10.1137/S0036141000371757
[22] https://doi.org/10.1137/20M131134X
[23] https://epubs.siam.org/doi/abs/10.1137/060650684
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[25] https://epubs.siam.org/doi/abs/10.1137/090775890
[26] https://epubs.siam.org/doi/abs/10.1137/120875454
[27] https://epubs.siam.org/doi/abs/10.1137/040610684
[28] https://epubs.siam.org/doi/abs/10.1137/10081856X
[29] https://epubs.siam.org/doi/abs/10.1137/0131049
[30] https://epubs.siam.org/doi/abs/10.1137/030600370
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[32] https://epubs.siam.org/doi/abs/10.1137/140985524
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[37] https://www.siam.org/Portals/0/Publications/SIURO/Vol12/S125480PDF.pdf
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