Book ; Online: Models of Delay Differential Equations
2021
Keywords | Research & information: general ; Mathematics & science ; delay systems ; nonstandard numerical methods ; dynamic consistency ; semilinear problems with delay ; hyperbolic equations ; difference scheme ; stability ; Hilbert space ; SEIRS model ; age structure ; time delay ; traveling wave solution ; local asymptotic stability ; Hopf bifurcation ; spot freight rates ; freight options ; stochastic diffusion process ; stochastic delay differential equation ; risk-neutral measure ; arbitration arguments ; partial differential equations ; second-order dual phase lag equation ; laser heating ; thin metal films ; melting and resolidification ; finite difference method ; random linear delay differential equation ; stochastic forcing term ; random Lp-calculus ; uncertainty quantification ; delay random differential equation ; non-standard finite difference method ; mean square convergence ; size-structured population ; consumer-resource model ; delay differential equation ; numerical methods ; characteristics method ; convergence analysis ; implementation delay ; information delay ; stability switching curve ; Cournot oligopoly ; growth rate dynamics ; fractional convection diffusion-wave equations ; compact difference scheme ; nonlinear delay ; spatial variable coefficients ; convergence and stability ; Gerasimov-Caputo fractional derivative ; differential equation with delay ; degenerate evolution equation ; fixed point theorem ; relaxation mode ; large parameter ; asymptotics ; HIV infection ; mathematical delay model ; eclipse phase ; NSFD ; numerical simulation |
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Size | 1 electronic resource (248 pages) |
Publisher | MDPI - Multidisciplinary Digital Publishing Institute |
Publishing place | Basel, Switzerland |
Document type | Book ; Online |
Note | English ; Open Access |
HBZ-ID | HT021291143 |
ISBN | 9783036509334 ; 303650933X |
Database | ZB MED Catalogue: Medicine, Health, Nutrition, Environment, Agriculture |
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