A quantitative aspect of the Heisenberg uncertainty

TL;DR

This paper explores a quantitative aspect of the Heisenberg uncertainty principle by examining how minimizing the energy expectation value under uncertainty constraints can aid in solving quantum-mechanical problems.

Contribution

It introduces a method that utilizes energy minimization with uncertainty constraints to address quantum-mechanical problems.

Findings

Demonstrates the effectiveness of energy minimization under uncertainty constraints.

Provides a new approach to solving quantum problems.

Highlights the role of the uncertainty principle in quantum energy calculations.

Abstract

Minimization of the expectation value of energy under the constraints imposed by the uncertainty principle can be a convenient method of solving quantum-mechanical problems.