Resolving-Power Quantization

TL;DR

This paper proposes a dilation-based quantization method aimed at reducing the need for fine-tuning in scalar field theories by relaxing locality constraints while maintaining universality.

Contribution

Introduces a resolving-power quantization approach that potentially eliminates fine-tuning of mass parameters in scalar field theories by relaxing locality requirements.

Findings

Dilation-based quantization simplifies scalar field theories.

Potential to eliminate fine-tuning of mass parameters.

Maintains universality despite relaxed locality.

Abstract

Starting with a general discussion, a program is sketched for a quantization based on dilations. This resolving-power quantization is simplest for scalar field theories. The hope is to find a way to relax the requirement of locality so that the necessity to fine tune mass parameters is eliminated while universality is still preserved.