# Samuelson's webs of maximum rank

## TL;DR

This paper establishes the precise conditions under which Samuelson's web achieves maximum rank, contributing to the mathematical understanding of web theory.

## Contribution

It provides necessary and sufficient conditions for Samuelson's web to attain maximum rank, advancing the theoretical framework of web geometry.

## Key findings

- Derived conditions for maximum rank of Samuelson's web
- Enhanced understanding of web rank properties
- Mathematical characterization of Samuelson's webs

## Abstract

The authors found necessary and sufficient conditions for Samuelson's web to be of maximum rank.