On boundary value problem of implicit arbitrary orders differential equations in reflexive Banach spaces

Authors

  • Aziza Abd EL-Mwla
  • Ebtisam Ali

DOI:

https://doi.org/10.37376/glj.vi57.2459

Keywords:

Fractional derivative, Pseudo solution, boundary value problem, fractional Pettis integral.

Abstract

Applying the technique associated with the fixed point theorem due to O'Regan, we prove the existence of a unique weak solution to the functional integral equation

In the last section, we study the pseudo and weakly diffierential solutions to the boundary value problem of implicit arbitrary orders diffierential equations with integral boundary conditions

in reflexive Banach spaces.   

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On boundary value problem of implicit arbitrary orders differential equations in reflexive Banach spaces

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Published

2022-09-13

How to Cite

Abd EL-Mwla, A. ., & Ali , E. . (2022). On boundary value problem of implicit arbitrary orders differential equations in reflexive Banach spaces . Global Libyan Journal, (57). https://doi.org/10.37376/glj.vi57.2459

Issue

No. 57 (2022)

Section

Articles