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Differential and Difference Equations with Applications


Differential and Difference Equations with Applications

ICDDEA 2019, Lisbon, Portugal, July 1-5
Springer Proceedings in Mathematics & Statistics, Band 333

von: Sandra Pinelas, John R. Graef, Stefan Hilger, Peter Kloeden, Christos Schinas

234,33 €

Verlag: Springer
Format: PDF
Veröffentl.: 21.10.2020
ISBN/EAN: 9783030563233
Sprache: englisch

Dieses eBook enthält ein Wasserzeichen.

Beschreibungen

<p>This edited volume gathers selected, peer-reviewed contributions presented at the fourth International Conference on Differential & Difference Equations Applications (ICDDEA), which was held in Lisbon, Portugal, in July 2019.</p>

<p>First organized in 2011, the ICDDEA conferences bring together mathematicians from various countries in order to promote cooperation in the field, with a particular focus on applications. The book includes studies on boundary value problems; Markov models; time scales; non-linear difference equations; multi-scale modeling; and myriad applications.</p><p><br></p>
<div><div>On the existence of positive solutions for the time-scale dynamic equations on infinite intervals (Dogan).-&nbsp;A randomized quasi-Monte Carlo algorithms for some boundary value problems (Sipin).-&nbsp;On the study of forward Kolmogorov system and the corresponding problems for inhomogeneous continuous-time Markov chains (Zeifman).-&nbsp;Convergence rate estimates for some models of queuing theory, and their applications (Zeifman et al.).-&nbsp;On Enlarged Sufficient Conditions for L2-Dissipativity of Linearized Explicit Schemes with Regularization for 1D Gas Dynamics Systems of Equations (Zlotnik).-&nbsp;Equilibrium of a linearly elastic body under generalized boundary data (Starita et al.).-&nbsp;Nonlocal problems for the fourth order impulsive partial differential equations (Assanova et al.).-&nbsp;Application of method of differential inequalities to bounding the rate of convergence for a class of Markov chains (Kryukova et al.).-&nbsp;The method of fractional steps for the numerical solution of a multidimensional heat conduction equation with delay for the case of variable coefficient of heat conductivity (Lekomtsev).-&nbsp;Hyers-Ulam stability of a nonlinear Volterra integral equation on time scales (Christian et al.).-</div><div>The method of fractional steps for the numerical solution of a multidimensional heat conduction equation with delay for the case of variable coefficient of heat conductivity (Lekomtsev).-&nbsp;Hyers-Ulam stability of a nonlinear Volterra integral equation on time scales (Reinfelds et al.).-&nbsp;On some stochastic algorithms for the numerical solution of the first boundary value problem for the heat equation (Sipin et al.).-&nbsp;Local controllability of a class of fractional differential inclusions via derived cones (Aurelian).-&nbsp;A Modified Second-Order Collatz Equation as a Mathematical Model of Bipolar Disorder (Kent).-&nbsp;Local bifurcations in the generalized Cahn-Hilliard equation (Kulikovet et al.).-&nbsp;The numerical solution of wave equation with delay for the case of variable velocity coefficient (Tashirova).-&nbsp;Two nontrivial solutions for Robin problems driven by a p−Laplacian operator (Aguı et al.).-&nbsp;</div><div>Multiple periodic solutions for a Duffing type equation with one-sided sublinear nonlinearity: Beyond the Poincare-Birkhoff twist theorem (Donde` et al.).-&nbsp;Dynamical models of interrelation in a class of artificial networks (Sadyrbaev et al.).-&nbsp;Analytic traveling-wave solutions of the Kardar-Parisi-Zhang interface growing equation with different kind of noise terms (Barna et al.).-&nbsp;Triple solutions for elastic beam equations of the fourth-order with boundary conditions subjected to an elastic device (Bonanno et al.).-&nbsp;Dynamics of discrete operator equations (Karakostas).-&nbsp;Research of four-dimensional dynamic systems describing processes of three’level assimilation (Chilachava et al.).-&nbsp;Two positive solutions for a nonlinear Neuman problem involving the discrete p−Laplacian (Bonanno et al.).-&nbsp;Structure of solution sets for fractional partial integro-differential equations (Benaouda).-&nbsp;</div><div>Study of the Equivalent Impedance Of A Resonator Array Using Difference Equations (Albuquerque et al.).-</div><div>Asymptotics of an Equation with Large State-Dependent Delay (Kashchenko).-&nbsp;About Some Methods of Analytic Representation and Classfication of a Wide Set of Geometric Figures with "Complex" Configuration (Tavkhelidze et al.).-&nbsp;On nonpower-law asymptotic behavior of blow-up solutions to Emden-Fowler type higher-order differential equations (Astashova et al.).-&nbsp;Third Order Iterative Method for Nonlinear Difference Schemes (Iumanova et al.).-&nbsp;Non-homogeneous boundary problems for one-dimensional flow of the compressible viscous and heat-conducting micropolar fluid (Draˇzic´).-&nbsp;The general case of cutting GML bodies (Gielis).-&nbsp;Computational simulation of bacterial infections in surgical procedures: an exploratory study (Ferreira et al.).-&nbsp;Coupling temperature with drug diffusion: a second order approximation (Ferreira et al.).-&nbsp;Drug release from thermosensitive polymeric platforms - towards non Fickian models (Ferreira et al.).-&nbsp;Some properties of a generalized solution for shear flow of a compressible viscous micropolar fluid model (Simˇcic´).-&nbsp;Collocation solution of fractional differential equations in piecewise nonpolynomial spaces (Lu´ısa et al.).-&nbsp;On conditions on the potential in a Sturm– Liouville problem and an upper estimate of its first eigenvalue (Ezhak et al.).-&nbsp;IFOHAM-a generalization of the Picard-Lindel off iteration method (Sacramento et al.).-&nbsp;Well-Posedness of Volterra Integro-differential Equations with Fractional Exponential Kernels (Rautian).-&nbsp;On non-local boundary-value problems fo higher-order non-linear functional differential equations (Dilna).-&nbsp;On the discrete Fourier transform eigenvectors and spontaneous symmetry breaking (Atakishiyeva et al.).-&nbsp;General sets of Bell-Sheffer and Log-Sheffer polynomials (Natalini et al.).-&nbsp;Existence results for periodic boundary value problems with a convenction term (Candito et al.).-&nbsp;Numerical Solution of the Time Fractional Cable Equation (Morgado et al.).-&nbsp;Modelling Antibody-Antigen Interactions (Wang).-&nbsp;Positive solutions for a class of nonlocal discrete boundary value problems (Luca).-&nbsp;Dynamics of a certain nonlinearly perturbed heat equation (Ramos).-&nbsp;The dynamics of a hybrid chaotic system (Ramos et al.).-&nbsp;On regularity of tetrahedral meshes produced by some red-type refinements (Korotov et al.).-&nbsp;Difference scheme for partial differential equations of fractional order with a nonlinear differentiation operator (Solodushkin et al.).-&nbsp;On the behavior of solutions with positive initial data to higher-order differential equations with general power-law noninearity (Korchemkina et al.).-&nbsp;Intuitionistic Fuzzy Stability of an Finite Dimesnional Cubic Functional Equation (Pinelas).-&nbsp;An Abstract Impulsive Second-Order Functional-Differential Cauchy Problems with Nonlocal Conditions (Akca).-&nbsp;Representations of solutions of hyperbolic Volterra integro-differential equations with singular kernels (Vlasov et al.).-&nbsp;Chiral properties of discrete Joyce and Hestenes equations (Sushch).</div><div><br></div><div><br></div><div><br></div><div><br></div><div><br></div></div>
<p>This edited volume gathers selected, peer-reviewed contributions presented at the fourth International Conference on Differential & Difference Equations Applications (ICDDEA), which was held in Lisbon, Portugal, in July 2019.</p><p>First organized in 2011, the ICDDEA conferences bring together mathematicians from various countries in order to promote cooperation in the field, with a particular focus on applications. The book includes studies on boundary value problems; Markov models; time scales; non-linear difference equations; multi-scale modeling; and myriad applications.</p>
Presents selected, peer-reviewed works on differential and difference equations and their applications in various areas, such as engineering, finance, health, and more Combines recent trends and survey results in a volume suitable for experienced researchers and PhD students alike Gathers together contributions from an internationally diverse community

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