Universal Quantum State Representations
Jincheng Zhang
Abstract
Quantum state representation is a fundamental aspect of quantum information theory, crucial for quantum computation and quantum communication. Current approaches often struggle with representing and manipulating quantum states across multiple dimensions and quantum dimensions. This paper proposes a novel framework for representing and manipulating quantum states, centered around the concept of a 'multi-dimensional state space' metric, which allows for the translation of quantum states across multiple scales. This framework aims to overcome limitations of existing methods and pave the way for universal quantum state representations.