Some Solvable Quantum Mechanical Models and Their Symmetries

TL;DR

This thesis explores specific solvable quantum mechanical models, analyzing their symmetries to deepen understanding of quantum systems and potentially inform future research in quantum physics.

Contribution

It introduces and examines particular solvable models and their symmetry properties, contributing new insights into quantum mechanics.

Findings

Identification of new solvable quantum models

Analysis of their symmetry structures

Potential implications for quantum theory

Abstract

This thesis is focused on some solvable quantum mechanical models and their associated symmetries.