Study on the integro-differential equations on $${C^1}({\mathbb {R}}_{+})$$

Author:

Tamimi H.ORCID,Saiedinezhad S.ORCID,Ghaemi M. B.ORCID

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics,Computational Mathematics

Reference28 articles.

1. Aghajani A, Jalilian Y (2010) Existence and global attractivity of solutions of a nonlinear functional integral equation. Commun Nonlinear Sci Numer Simul 15:3306–3312

2. Aghajani A, Banaś J, Sabzali N (2013) Some generalizations of Darbo fixed point theorem and applications. Bull Belg Math Soc Simon Stevin 20:345–358

3. Aghajani A, O’Regan D, Shole Haghighi A (2015) Measure of noncompactness on $$L^{p}({\mathbb{R} }^{N})$$ and applications. CUBO 17(1):85–97

4. Arab R, Allahyari R, Shole Haghighi A (2017) Construction of measures of noncompactness of $$C^{k}(\Omega )$$ and $$C_{0}^{k}$$ and their application to functional integral-differential equations. Bull Iran Math Soc 43(1):53–67

5. Banaś J, Goebel K (1980) Measures of noncompactness in Banach spaces. Lecture notes in pure and applied mathematics, vol 60. Marcel Dekker, New York

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