Variational framework and Lewy-Stampacchia type estimates for nonlocal operators on Heisenberg group
Divya Goel, Vicentiu D. Radulescu, K. Sreenadh
TL;DR
This paper develops a variational framework and establishes Lewy-Stampacchia estimates for nonlocal operators on the Heisenberg group, contributing to the understanding of solutions to related integro-differential equations.
Contribution
It introduces a novel variational approach and derives Lewy-Stampacchia estimates for nonlocal operators on the Heisenberg group, advancing the analysis of such equations.
Findings
Existence of solutions for nonlocal equations on the Heisenberg group
Derivation of Lewy-Stampacchia type estimates
Development of a variational framework for these operators
Abstract
The aim of this article is to derive some Lewy-Stampacchia estimates and existence of solutions for equations driven by a nonlocal integro-differential operator on the Heisenberg group.
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Taxonomy
TopicsDifferential Equations and Boundary Problems · Advanced Mathematical Modeling in Engineering · Numerical methods in inverse problems