On the solution of trivalent decision problems by quantum state identification

TL;DR

This paper explores how quantum state identification can be used to distinguish between different classes of trivalent functions, which are functions of a three-element set grouped into three categories.

Contribution

It introduces a method for separating classes of trivalent functions using quantum state identification, advancing quantum decision problem techniques.

Findings

Quantum state identification can distinguish between classes of trivalent functions.

The approach provides a new perspective on quantum solutions to decision problems.

Potential applications in quantum computing and information theory.

Abstract

The trivalent functions of a trit can be grouped into equipartitions of three elements. We discuss the separation of the corresponding functional classes by quantum state identifications.