Cover Image

Dynamics of second order rational difference equations with open problems and conjectures

Saved in:

Bibliographic Details
Main Author:	Kulenovic
Other Authors:	Ladas
Format:	Book
Published:	London Chapman & Hall/CRC 2001
Subjects:	Difference equations > Numerical solutions
Tags:	Add Tag No Tags, Be the first to tag this record!

Similar Items

Dyanomics of second order rational difference equations with open problems and conjectures
by: Kulenovic lhMustafa R.S

Finite difference schemes and partial differential equations
by: Strikwerda
Published: (1989)

Computer-aided analysis of difference schemes for partial differential equations
by: Ganzha, Victor G.
Published: (1996)

Abstract Volterra integro-differential equations
by: Kostić, Marko 1977-
Published: (2015)

Advanced mathematical methods for scientists and engineers
by: Bender
Published: (1978)

Textbook of ordinary differential equations
by: Deo, Sadashiv G.
Published: (1997)

Numerical and analytical solutions for solving nonlinear equations in heat transfer
by: Ganji, Davood Domairry, et al.
Published: (2018)

Partial differential equations approximate solutions in scales of functional spaces
by: Gramchev
Published: (2000)

Solving ordinary differential equations I
by: Hairer, E. q (Ernst)
Published: (1993)

Functional equations and modelling in science and engineering
by: Catillo, Enrique

Handbook of exact solutions for ordinary differential equations
by: Polynanin

Handbook of exact solutions for ordinary differential equations
by: Polyanin
Published: (2002)

Solution techniques for elementary partial differential equations
by: ConstandalhChristian

Introduction to pertubation techniques
by: Nayfeh
Published: (1981)

Solution of ordinary differential equations by continuous groups
by: Emanuel, George
Published: (2000)

Applied numerical methods for partial differential equations an introduction with spreadsheet programs
by: Lam
Published: (1994)

Solving differential equations with maple V release 4
by: lh
Published: (1998)

Coupled systems theory, models, and applications in engineering
by: Geiser, Juergen
Published: (2014)

Computational electrodynamics the finite-difference time-domain method
by: Taflove, Allen, et al.
Published: (2005)

Functional analysis for physics and engineering an introduction
by: Shima, Hiroyuki, d 1975-
Published: (2016)

Delay differential evolutions subjected to nonlocal initial conditions
by: Burlica, Monica-Dana 1971-, et al.
Published: (2016)

Handbook of linear partial differential equations for engineers and scientists
by: PolyaninlhAndrei D

Handbook of linear partial differential equations for engineers and scientists
by: Poli︠a︡nin, A. D. (Andreĭ Dmitrievich), et al.
Published: (2016)

A review of a posteriori error estimation and adaptive mesh-refinement techniques
by: Verfurth
Published: (1996)

Polynomial based iteration methods for symmetric linear systems
by: Fischer, Bernd
Published: (1996)

Methods for solving inverse problems in mathematical physics
by: Prilepko, A. I. (Alekseĭ Ivanovich)
Published: (2000)

Numerical methods for physics
by: Garcia
Published: (1994)

Adaptive finite element methods optimal control governed by PDEs
by: Liu, Wenbin
Published: (2012)

Tsunamis and hurricanes a mathematical approach
by: Cap
Published: (2006)

Advances in FDTD computational electrodynamics photonics and nanotechnology
Published: (2013)

Solving differential equations with maple v release 4
Published: (1998)

Iterative methods for sparse linear systems
by: Saad
Published: (1996)

An introduction to second order partial differential equations classical and variational solutions
by: Cioranescu, D. (Doina), et al.
Published: (2018)

Economic dynamics applications of difference equations, differential equations and optimal control
by: LevylhAmnon

Differential equations
by: Ross, Shepley L.
Published: (1984)

Differential equations
by: Krusemeyer
Published: (1994)

Schaum's outline of theory and problems of lagrangian dynamics with a treatment of euler's equations of motion, hamilton's equations and hamilton's principle
by: Wells
Published: (1967)

Differential equations computing and modeling
by: Edwards lhC.Henry

Differential equations computing and modeling
by: Edward lhC.H

The finite element method principles and applications
by: Lewis
Published: (1991)