Title of article :
Generalized Esclangon]Landau Conditions for Differential]Difference Equations
Author/Authors :
Bolis BasitU، نويسنده , , Hans G¨unzler†، نويسنده ,
Issue Information :
دوهفته نامه با شماره پیاپی سال 1998
Pages :
30
From page :
595
To page :
624
Abstract :
Let Jswa, `. for some a gR or JsR and denote by X a Banach space. We study the solutions on J of the equation U . V n. t.q nksy01 mjs1aj,k t.V k. tqtj. sb t., where t1-t2??? -tm, aj,k: JªL X. and b: JªX. We prove that if b and all of the coefficients are bounded and V is a bounded solution of U., then VX,VY, . . . ,V n. are bounded, provided one of the following holds: i. a j,pk. are bounded for all 1FpFkFny1; ii. Jswa, `.and tm F0; iii. Jswa, `. and 5 p. .5 r
Keywords :
uniformly continuoussolutions , Bounded solutions , Esclangon]Landau , Advanced , Neutral equations , Differences , delay differential equations
Journal title :
Journal of Mathematical Analysis and Applications
Serial Year :
1998
Journal title :
Journal of Mathematical Analysis and Applications
Record number :
931717
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