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SPRINGER ALMOST PERIODIC SOLUTIONS OF IMPULSIVE DIFFERENTIAL EQU
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Û²Û    TITLE: ALMOST PERIODIC SOLUTIONS OF IMPULSIVE DIFFERENTIAL     Û²Û
   Û±Û           EQUATIONS                                               Û±Û
   Û±Û    PUBLISHER....: SPRINGER             LANGUAGE......: ENGLISH    Û±Û
   Û±Û    LINK.........: http://www.springer.com/mathematics/dynamical+systems/book/978-3-642-27545-6?otherVersion=978-3-642-27546-3  RELEASE TYPE..: RETAIL     Û±Û
   Û±Û    FORMAT.......: PDF                  RELEASE DATE..: 2014.04.14 Û±Û
   Û±Û    ISBN.........: 9783642275463        STORE DATE....: 2012       Û±Û
   Û±Û    SAVED.MONEY..: 49 EURO              DISKCOUNT.....: 01 x 05MB  Û±Û
   Û±Û                                                                   Û±Û
   Û±Û    AUTHOR.......: STAMOV, GANI T.                                 Û±Û
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   Û±Û Impulsive differential equations are suitable for the             Û±Û
   Û±Û mathematical simulation of evolutionary processes in which the    Û±Û
   Û±Û parameters undergo relatively long periods of smooth variation    Û±Û
   Û±Û followed by short-term rapid changes (that is, jumps) in their    Û±Û
   Û±Û values. Processes of this type are often investigated in various  Û±Û
   Û±Û fields of science and technology. The question of the existence   Û±Û
   Û±Û and uniqueness of almost periodic solutions of differential       Û±Û
   Û±Û equations is an age-old problem of great importance. The          Û±Û
   Û±Û qualitative theory of impulsive differential equations is         Û±Û
   Û±Û currently undergoing rapid development in relation to the         Û±Û
   Û±Û investigation of various processes which are subject to impacts   Û±Û
   Û±Û during their evolution, and many findings on the existence and    Û±Û
   Û±Û uniqueness of almost periodic solutions of these equations are    Û±Û
   Û±Û being made.                                                       Û±Û
   Û±Û This book systematically presents findings related to almost      Û±Û
   Û±Û periodic solutions of impulsive differential equations and        Û±Û
   Û±Û illustrates their potential applications.                         Û±Û