Mathematics of Epidemics on Networks: From Exact to Approximate Models

Mathematics of Epidemics on Networks: From Exact to Approximate Models
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Mathematics of Epidemics on Networks: From Exact to Approximate Models By Kiss, Istvan Z. Published by Springer Publication Date: 2017-05-22 Subject: Mathematics Applied, Mathematics Mathematical Analysis, Mathematics Probability & Statistics General, Medical Epidemiology, Mathematics Applied, Mathematics Differential Equations - General, Mathematics Mathematical Analysis, Mathematics Probability & Statistics - General, Medical Epidemiology, Science System Theory, Science System Theory, Epidemiology & Medical Statistics, Mathematical Physics, Maths For Scientists, Non-Linear Science, Probability & Statistics, Combinatorics And Graph Theory, Computational Biology Bioinformatics, Cybernetics And Systems Theory, Epidemiology And Medical Statistics, Probability And Statistics, Stochastics, Hc Mathematik Analysis, Hc Mathematik Sonstiges, Hc Mathematik Wahrscheinlichkeitstheorie, Stochastik, Mathematische Statistik, Hc Medizin Allgemeines, Hc Physik, Astronomie Theoretische Physik, Maths For Scientists, Non-Linear Science, Mathematical Physics, Epidemiology & Medical Statistics, Probability & Statistics, Mathematics Applied, Mathematics, Applied, Mathematics Mathematical Analysis, Mathematical Analysis, Science System Theory, Science, System Theory, Medical Epidemiology, Medical, Epidemiology, Mathematics Probability & Statistics General, Probability & Statistics, General, Computational Biology Bioinformatics, Computational Biology, Bioinformatics, Cybernetics And Systems Theory, Combinatorics And Graph Theory, Epidemiology And Medical Statistics, Probability And Statistics, Stochastics, Computer Security - Mathematics, Epidemics - Computer Simulation, Epidemics - Mathematical Models, System Analysis - Mathematics, Anf: Science, Applied, Mathematical Analysis, System Theory Subject Keywords: Dynamic Processes; Mathematical Modeling; Propagation Models; Epidemics; Stochastic processes; Mean-field models; Pairwise models; Edge based compartmental model; Percolation theory; Dynamic/adaptive network; Non-Markovian epidemics Genre: Maths For Scientists, Non-Linear Science, Mathematical Physics, Epidemiology & Medical Statistics, Probability & Statistics, Mathematics, Applied, Mathematics, Mathematical Analysis, Science, System Theory, Medical, Epidemiology, Mathematics, Probability & Statistics, General, Computational Biology, Bioinformatics, Cybernetics And Systems Theory, Combinatorics And Graph Theory, Epidemiology And Medical Statistics, Probability And Statistics, Stochastics Target Audience: Professional and scholarly
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