On dynamic inequalities in two independent variables on time scales and their applications for boundary value problems

HIGHLIGHTS

  • who: Ahmed A. El-Deeb from the Department of Mathematics, University, Nasr City, Cairo have published the research: On dynamic inequalities in two independent variables on time scales and their applications for boundary value problems, in the Journal: (JOURNAL)
  • what: In this article, we explored new generalizations of the integral retarded inequality given in [15] by the utilization of the integral rule on time scales.

SUMMARY

    In 2015, Boudeliou and Khalaf proved the following inequalities. Theorem 1.1 Let u, f, φ ∈ C R+ ) and a ∈ C R+ ) be nondecreasing with respect . . .

     

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