Applied Mathematics

Applied Mathematics

ISSN Print: 2152-7385
ISSN Online: 2152-7393
www.scirp.org/journal/am
E-mail: am@scirp.org
"Mathematical Study of Dengue Disease Transmission in Multi-Patch Environment"
written by Ganga Ram Phaijoo, Dil Bahadur Gurung,
published by Applied Mathematics, Vol.7 No.14, 2016
has been cited by the following article(s):
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[1] Inference on a Multi-Patch Epidemic Model with Partial Mobility, Residency, and Demography: Case of the 2020 COVID-19 Outbreak in Hermosillo, Mexico
Ramírez, JF Espinoza - Entropy, 2023
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[3] FLAT LIKELIHOODS: SIR-POISSON MODEL CASE
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[4] Multi-patch epidemic models with partial mobility, residency, and demography
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[5] Fuzzy Model of Transmission Dynamics of COVID-19 in Nepal
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[6] An almost periodic Dengue transmission model with age structure and time-delayed input of vector in a patchy environment.
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[7] A Mathematical model for the dynamics of dengue virus disease transmission in Mandera County-Kenya
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[8] Approaches to the exploration of scenarios in infectious disease dynamics: Dengue and COVID-19
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[9] EFFECTS OF LIQUIDITY, EXCHANGE RATES AND VOLATILITY ON BIST-100 INDEX: A MARKOV SWITCHING MODEL APPROACH
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[10] Essential features preserving dynamics of stochastic dengue model
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[11] Effect of daily periodic human movement on dengue dynamics: The case of the 2010 outbreak in Hermosillo, Mexico
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[12] Global Stability of COVID-19 Model: A Case Study of Nepal
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[13] MODIFIED DETERMINISTIC MODELS FOR DENGUE DISEASE TRANSMISSION AND OPTIMAL CONTROL IN MALAYSIA REGIONS
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[14] Analyzing the Effects of Temperature and Human Movement on Malaria Disease Transmission Dynamics
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[15] Modelling the Impact of Increasing Global Temperatures due to Climate Change on the Spread of Vector-Borne Disease: A Study of Dengue in Veracruz, Mexico
2020
[16] Impact of Seasonal Conditions on Vector-Borne Epidemiological Dynamics
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[17] Global stability and optimal control of a two-patch tuberculosis epidemic model using fractional-order derivatives
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[18] Effect of daily human movement on some characteristics of dengue dynamics
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[19] Sensitivity Analysis of COVID-19 Transmission Dynamics
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[20] Stability analysis of a fractional order model for the HIV/AIDS epidemic in a patchy environment
Journal of Computational and Applied Mathematics, 2019
[21] Biological Model of Dengue Spread with Non-Markovian Properties
2018
[22] Modeling Impact of Temperature and Human Movement on the Persistence of Dengue Disease
Computational and Mathematical Methods in Medicine, 2017
[23] Mathematical model of dengue disease transmission dynamics with control measures
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[24] An almost periodic Dengue transmission model with age structure and time-delayed input of vector in a patchy environment
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[25] Research Article Modeling Impact of Temperature and Human Movement on the Persistence of Dengue Disease
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[26] ASSESSING THE ROLE OF MOVEMENT OF HUMANS ON TRANSMISSION OF DENGUE DISEASE BETWEEN TWO CITIES
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