Title of article
NEW DIFFERENTIAL EQUATION MODEL FOR HYDRODYNAMICS WITH MEMORY EFFECTS
Author/Authors
MAKARENKO، A. S. نويسنده ,
Issue Information
روزنامه با شماره پیاپی سال 2000
Pages
-182
From page
183
To page
0
Abstract
We consider memory effects in hydrodynamic equations. Some new odeling systems of differential equations are proposed, represented by partial Adifferential equations as well as by (finite-) infinite-dimensional Asystems of ODE. We discuss such topics as blow-up solutions (or Acollapses), the dimensions of attractors and types of chaos.
Keywords
Cluster Expansions , Ground State Euclidean Measures , Uniqueness Problem , Quantum Lattice Systems
Journal title
Repotrts on Mathematical Physics
Serial Year
2000
Journal title
Repotrts on Mathematical Physics
Record number
31611
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