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Armbruster, Benjamin, Besenyei Ádám, Simon L Péter: Bounds for the expected value of one-step processes, COMMUN MATH SCI 14: (7) 1911-1923, 2016 | Bidari S, Chen X, Peters D, Pittman D, Simon PL: Solvability of implicit final size equations for SIR epidemic models, MATH BIOSCI 282: 181-190, 2016 | Bodó Ágnes, Katona Gyula Y, Simon Péter L: SIS Epidemic Propagation on Hypergraphs, B MATH BIOL 78: (4) 713-735, 2016 | Kunszenti-Kovács Dávid, Simon Péter L: Mean-field approximation of counting processes from a differential equation perspective, ELECTRON J QUAL THEOR DIFFER EQUAT 75: 1-17, 2016 | Simon PL, Kiss IZ: Super compact pairwise model for SIS epidemic on heterogeneous networks, J COMPL NETW 4: (2) 187-200, 2016 | Szabó-Solticzky A, Berthouze L, Kiss IZ, Simon PL: Oscillating epidemics in a dynamic network model: stochastic and mean-field analysis, J MATH BIOL 72: (5) 1153-1176, 2016 | M. DiMarco, M. Forti, B.M. Garay, M. Koller, L. Pancioni: Floquet multipliers of a metastable rotating wave in a Chua--Yang ring network, J. Math. Anal. Appl. 434, 798--836, 2016 | Simon, L.: On a system of nonlinear partial functional differential equations of different types, Stud. Univ. Babes-Bolyai Math. 61, No. 2., 177-194, 2016 | Simon, L.: On some properties of a system of nonlinear partial functional differential equations, EJQTDE 2016, No. 22, 1-12, 2016 | Hannelore Lisei, Radu Precup and Csaba Varga: A Schechter type critical point result in annular conical domains of a banach space and applications, Disc. Cont. Dyn. Sys., 36(7), 3775 – 3789, 2016 | Nicusor Costea, Mihaly Csirik, Csaba Varga: Linking-type results in nonsmooth critical point theory and applications, Set-Valued and Variational Analysis,. doi:10.1007/s11228-016-0383-6, 2016 | Bodó Ágnes, Simon L Péter: Analytic Study of Bifurcations of the Pairwise Model for SIS Epidemic Propagation on an Adaptive Network, DIFFER EQUAT DYNAM SYST 25: 1-20, 2017 | Kiss István Z, Berthouze Luc, Miller Joel C, Simon Péter L: Mapping Out Emerging Network Structures in Dynamic Network Models Coupled with Epidemics, In: Masuda Naoki, Holme Petter (szerk.) (szerk.) Temporal Network Epidemiology. Singapore: Springer-Verlag Singapore, 2017. pp. 267-289., 2017 | Kiss István Z, Miller Joel C, Simon Péter L: Mathematics of Epidemics on Networks, Singapore: Springer, (Interdisciplinary Applied Mathematics; 46.), 2017 | B.M Garay, S.Siegmund, S.Trostorff, M. Waurick: Some remarks on local activity and local passivity, Int. J. Bifurc. Chaos, 27, 1750057, 2017 | M. Koller, M.Simkó, B.M.Garay: Comparison between piecewise linear and smooth dynamics: A case study of decomposing a degenerate bifurcation, Proceedings of 9th European Nonlinear Dynamics Conference (ENOC2017), edited by Gábor Stépán, Gábor Csernák., 2017 | Precup, Radu; Pucci, Patrizia; Varga, Csaba: A three critical points result in a bounded domain of a Banach space and applications, Differential and Integral Equations, Volume: 30, Pages: 555-568., 2017 | Costea, Nicusor; Csirik, Mihaly; Varga, Csaba: Linking-Type Results in Nonsmooth Critical Point Theory and Applications, Set-Valued and Variational Analysis, 25, 333-356, 2017 | Renata Bunoiu, Radu Precup, Csaba Varga: Multiple positive standing solutions for Schrodinger equations with oscillating state-dependent potentials, Communications on Pure and Applied Analysis, 16, 953-972, 2017 | Simon, P.L., Kiss, I.Z.: On bounding exact models of epidemic spread on networks, Disc. Cont. Dyn. Sys., 23(5), 2005–2020, 2018 | Bodó, Á., Simon, P.L.: Stochastic simulation control of epidemic propagation on networks, Electronic J. Qualitative Theory Diff. Equ, 41, 1-13, 2018 | M. Simkó, M. Koller, B.M. Garay: Dynamics of a Chua-Yang ring network in 8D, In Cellular Nanoscale Networks and their Applications, pp 1-4, 2018 | B.M. Garay, J.Várdai: Moving average network examples for asymptotically stable periodic orbits of monotone maps, Electronic J. Qualitative Theory Diff. Equ. 52, 1-18, 2018 | L. Simon: Multiple solutions of nonlinear elliptic functional differential equations, Electronic J. Qualitative Theory Diff. Equ., No. 21, 1-8, 2018 | H. Lisei, Cs. Varga, O. Vas: Localization method for the solutions of nonhomogeneous operator equations, Applied Mathematics and Computation 329, 64–83, 2018 | M. Mihailescu, D. S. Dumitru, Cs. Varga: The convergence of nonnegative solutions for the family of problems, ESAIM: Control, Optimisation and Calculus of Variations, 24, 569-578, 2018 | Kiss., I.Z, Miller, J.C., Simon, P.L.: Fast variables determine the epidemic threshold in the pairwise model with an improved closure, Complex Networks and Their Applications VII. Volume 1, Springer, pp. 365-375, 2019 | Barnard, R.C., Berthouze, L., Simon, P.L., Kiss., I.Z.: Epidemic threshold in pairwise models for clustered networks: closures and fast correlations, J. Math. Biol. 79(3),. 823-860, 2019 | Faragó, I., Izsák, F., Simon, P.L. (eds.): Progress in Industrial Mathematics at ECMI 2018, Springer, 2019 | R.Cressman, M.Koller, B.M.Garay, J.Garay: Evolutionary Substitution and Replacement in N-Species Lotka–Volterra Systems, Dynamic Games and Applications, pp. 1-24, ISSN 2153-0785, Springer, 2019 | J.Garay, B.M.Garay, Z.Varga,V.Csiszár, T.F.Móri: To save or not to save your family member’s life? Evolutionary stability of self-sacrificing life history strategy in monogamous sexual populations, BMC Evolutionary Biology 19, 147, 2019 | L. Simon: Multiple solutions of nonlinear partial functional differential equations and systems, Electronic. J. Qualitative Theory Diff. Equ. No. 21, 1-16, 2019 | L. Simon: On qualitative behavior of multiple solutions of quasilinear parabolic functional equations, Electronic. J. Qualitative Theory Diff. Equ, 2020 | R.Cressman, M.Koller, B.M.Garay, J.Garay: Evolutionary Substitution and Replacement in N-Species Lotka–Volterra Systems, Dynamic Games and Applications, 10., 695–718, 2020 | L. Simon: On qualitative behavior of multiple solutions of quasilinear parabolic functional equations, Electronic. J. Qualitative Theory Diff. Equ. No.1, 1-9., 2020 | Nagy, N., Simon, P. L.: Detailed analytic study of the compact pairwise model for SIS epidemic propagation on networks, Disc. Cont. Dyn. Sys.,Series B, 25(1), 99-115, 2020 | Bodó, Á., Simon, P.L.: Transcritical bifurcation yielding global stability for network processes, Nonlinear Analysis, 196, 111808, 2020 | Georgiou, N., Kiss, I.Z, Simon, P.L.: Theoretical and numerical considerations of the assumptions behind triple closures in epidemic models on networks, in Trends in Biomathematics: Modeling Cells, Flows, Epidemics, and the Environment, 209-234, 2020 | Neogrády-Kiss, M. Simon, P.L.: The effect of inhibitory neurons on a class of neural networks, in Trends in Biomathematics: Modeling Cells, Flows, Epidemics, and the Environment, 97-110, 2020 | Neogrády-Kiss, M. Simon, P.L.: Liapunov functions for neural network models, Differ. Equ. Appl., 13, 345-354, 2021 | M. Koller, M. Simkó, B.M. Garay: Heteroclinic cycles in Chua-Yang ring networks, CNNA, Catania, September 2021, pp. 1-4., 2021 | Nagy Noemi, Simon Peter L.: DETAILED ANALYTIC STUDY OF THE COMPACT PAIRWISE MODEL FOR SIS EPIDEMIC PROPAGATION ON NETWORKS, DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS-SERIES B 25: (1) pp. 99-115., 2020 |
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