Zero-point field (ZPF) theory

In the world of quantum physics, there usually have difficulties in link up with macro and micro physics. They usually use renormalization to describe the thing that can’t be solved [1][2]. However, renormalization is just a tool used to solve mathematically unsolvable problems; it assumes that breaking down the system and reshaping it in different ways can get a solution. In reality, it doesn’t seem very practical for explaining all aspects. To address this issue, this research paper proposes an imagined field theory by treating PT as a matter of field through a specificenergy-scale transformation. This transformation is a crucial step to modify traditional renormalization. In response to problems with, we introduce a new concept, ZERO-POINTFIELD (ZPF) THEORY, to address issues in traditional quantumphysics that can’t be solved. We hope that this new concept can help to bridge the gap between relativities physics and microphysics.