2022Journal of Mathematics and Computer ScienceOpen access

Conformable Gehring inequalities and conformable higher integrability

S. H. Saker, M. A. Darwish, H. A. Elshamy

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Abstract

In this paper, we prove some reverse conformable inequalities with weights and employ them to prove some conformable inequalities of Gehring type. Moreover, we prove some interpolation theorems which are powerful tools in\ the study of operators in function spaces. Our results develop a technique based on the applications of a refinement of conformable inequalities.

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In this paper, we prove some reverse conformable inequalities with weights and employ them to prove some conformable inequalities of Gehring type. Moreover, we prove some interpolation theorems which are powerful tools in\ the study of operators in function spaces. Our results develop a technique based on the applications of a refinement of conformable inequalities.

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Available abstract

In this paper, we prove some reverse conformable inequalities with weights and employ them to prove some conformable inequalities of Gehring type. Moreover, we prove some interpolation theorems which are powerful tools in\ the study of operators in function spaces. Our results develop a technique based on the applications of a refinement of conformable inequalities.

Key concepts: Conformable matrix, Mathematics, Geology, Physics, Quantum mechanics

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