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  VFAST Transactions on Mathematics
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  This is an Open Access Journal Open Access journal
   ISSN (Print) 2309-0022 - ISSN (Online) 2309-0022
   Published by Virtual Foundation for Advancement of Science and Technology Homepage  [2 journals]
  • STABILITY ANALYSIS FOR DISCRETE DYNAMICAL MODELS USING MATHEMATICA

    • Authors: Unal Ufuktepe, Burcin Kulahcioglu
      Abstract: Stability is one of the most important concepts in Discrete Dynam-
      ical Systems. Behaviour of orbits in the neighbourhood of xed points can tell
      much about the behaviour of the system. Although in literature there are some
      computer codes to nd stability types of the xed points, they are generally lack
      of non-hyperbolic xed points for one dimensional models and center manifolds
      for two dimensional models. We give Mathematica codes for the stability of one
      dimensional and two dimensional models with non-hyperbolic cases and center
      manifolds. These codes will be useful for whom dealing with real world problems
      including population growth, compound interest and annuities, radioactive decay
      and pollution control,etc.
      PubDate: 2015-03-27
      Issue No: Vol. 6 (2015)
       
 
 
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