From Quantum Wave Dynamics to Quantum String Dynamics

This paper explores the theoretical extension from quantum wave dynamics to quantum string dynamics, revealing the heterogeneous isomorphism of quantum mechanical wave equations, electromagnetic wave equations, and color and flavor wave equations in differential and integral expressions. By introducing the concepts of intrinsic energy, intrinsic momentum, intrinsic angular wave vector, and intrinsic angular frequency, the author links the rest mass of particles with the intrinsic energy and angular frequency and proposes that particles can be regarded as strings with intrinsic motion characteristics, thus providing a theoretical basis for string theory. The article further rewrites the Klein-Gordon equation and the Dirac equation into string motion equations, and discusses the string theory interpretation of the space-time wave equation, the electromagnetic wave equation, and the color and flavor wave equation. Finally, by unifying wave theory, string theory, and loop theory (such as loop quantum gravity), the intrinsic connection between quantum wave dynamics and quantum string dynamics is proposed.