Quantum Physics

    

Quantum Field Theory Models and the Generating Function Technique

Authors: Robert L. Jackson

Quantum Field Theory, or QFT, is a well-accepted set of theories used in particle physics that involves Lagrangian mechanics. An individual can generate a rich variety of Hamiltonian equation systems from the Lagrangian associated QFT to describe simultaneous or cofounding processes which occur in particle physics. Unfortunately, the equation systems associated with QFT are relatively hard to solve. This paper will show that the generating function technique (GFT) can be used to directly solve these equation systems while also producing renormalization results. The usage of the latter is necessary to display the consistency of the solutions and equation systems. Ultimately, an astute scientist in QFT can claim GFT is a valuable tool to be utilized in the field of particle physics.

Comments: 11 Pages. contact at rljacksonmd@gmail.com

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Submission history

[v1] 2021-11-13 19:12:42
[v2] 2021-11-17 13:01:40
[v3] 2021-11-21 07:49:03
[v4] 2021-11-27 13:49:52

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