A. Georgieva
S. Kostadinov

Lp - equivalence between two nonlinear impulse differential Equations with unbounded linear Parts and its application for partial impulse differential equations

The paper is published: Rostocker Mathematisches Kolloquium, Rostock. Math. Kolloq. 64, 45 - 56 (2009)

MSC: 34A37   Differential equations with impulses
  47H10   Fixed-point theorems
ZDM: -  
CR: -  
PACS: -  

Abstract:   An Lp-equivalence of two impulse differential equations with unbounded linear parts is proved by means of the Schauder-Tychonoff’s fixed point theorem. An example of the theory of the partial impulse differential equations of parabolic type is given.

Keywords:   Impulse differential equations, Lp -equivalence, Partial impulse differential equations of parabolic type
karin.martin@uni-rostock.de
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