existence results for impulsive integrodifferential equations with the measure of noncompatness
Publish Year: 1393
Type: Conference paper
Language: English
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Document National Code:
AREBS01_124
Index date: 4 January 2016
existence results for impulsive integrodifferential equations with the measure of noncompatness abstract
this paper is concerned with existence of mikl solution to impulsive integrodifferential equations with nonlocal conditions. We use properties of the measure of noncompactness in the space of piecewise continuous functions. Then by applying these properties and darbosadovskiis fixed point theorem, we continue and improve research of ji schaochun and li. gang in this about.
existence results for impulsive integrodifferential equations with the measure of noncompatness Keywords:
impulisive integrodifterential equations , nonlocal con ditiaons , hausdorff measure noncompactness , fixed point theorem convex-power condensing map
existence results for impulsive integrodifferential equations with the measure of noncompatness authors
A.R Valipour baboli
department of mathematics. College of basic seiences, karaj brunch, islamic azad university, alborz, iran
M.B Ghaemi
school of mathematics iran university of science and tehnology narmark, tehran iran.