# Warasian Economic Equilibrium Problems in Convex Regions

## TL;DR

This paper introduces a new framework for analyzing Walrasian economic equilibrium in convex regions, defining strict-proper quasimonotone functions and establishing conditions for equilibrium existence and uniqueness.

## Contribution

It provides novel definitions and theoretical conditions for equilibrium existence and uniqueness in convex regions, advancing economic equilibrium theory.

## Key findings

- Defined strict-proper quasimonotone functions.
- Derived necessary and sufficient conditions for equilibrium.
- Established criteria for uniqueness of equilibrium vectors.

## Abstract

We define Walrasian economic equilibrium in convex regions. We introduce the definition of strict-proper quasimonotone functions, and derive some necessary and sufficient conditions for the existence and uniqueness of Walrasian equilibrium vectors in convex regions.

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Source: https://tomesphere.com/paper/1706.05398