The Recursive Relation between the Field Equation and the Quantization of the Field
Yeong-Shyeong Tsai, L. s. Tsai, Hung-Ming Tsai, Po-Yu Tsai · AIP conference proceedings · 2007
The quantization relations are treated as the constraints in the Euler‐Lagrange formulation, Hamilton’s variational principle, in this article. Therefore, there are two versions of quantization. One is prior to the field equation and the other is posterior to the solution of the field equation. Clearly, there is a recursive relation between the field equation and the quantization. Due to the probabilistic behaviors of quantum phenomena, the fuzzy theory is introduced in QFT in this article. The recursive problem is solved consistently and some new, temperature dependent, phenomena are predicted and discussed as well.