M. Fevckan

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20162022

ρ

-almost periodic type functions and applications

2 citations · 2 across the 2 of their papers we have counts for

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math.FA2022

$(ω, ρ)$ -Periodic solutions of abstract integro-differential impulsive equations on Banach space

Michal Fečkan, Marko Kostić, Daniel Velinov

In this paper, we investigate the existence and uniqueness of $(ω, ρ)$ -periodic solutions for a class of the abstract impulsive integro-differential equations on Banach space.

math.FA2021★ 2 cited

Multi-dimensional $ρ$ -almost periodic type functions and applications

M. Fečkan, M. T. Khalladi, M. Kostić +1

In this paper, we analyze various classes of multi-dimensional $ρ$ -almost periodic type functions $F : I \times X \to Y$ and multi-dimensional $(ω, ρ)$ -almost periodic type…

(ω,ρ)-Periodic solutions of abstract integro-differential impulsive equations on Banach space

Multi-dimensional ρ-almost periodic type functions and applications

$(ω, ρ)$ -Periodic solutions of abstract integro-differential impulsive equations on Banach space

Multi-dimensional $ρ$ -almost periodic type functions and applications