# Regularity and convergence of minimizer in nonlocal variational principle

## TL;DR

This paper investigates the regularity and convergence properties of minimizers in nonlocal variational principles, providing theoretical insights into their behavior and stability.

## Contribution

It offers new theoretical results on the regularity and weak convergence of minimizers in nonlocal variational problems.

## Key findings

- Established regularity conditions for minimizers
- Proved weak convergence under certain assumptions
- Provided foundational analysis for nonlocal variational principles

## Abstract

We prove some variational analysis of regularity and weak convergence of nonlocal variational principle.

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Source: https://tomesphere.com/paper/1703.02275