Solving oscillations problems through affine quantization
Isiaka Aremua, Laure Gouba
TL;DR
This paper demonstrates that affine quantization effectively addresses oscillation problems that canonical quantization cannot solve, highlighting its advantages in specific quantum systems.
Contribution
The paper introduces the application of affine quantization to oscillation problems, showing its superiority over canonical quantization in these scenarios.
Findings
Affine quantization solves oscillation issues where canonical methods fail.
The method provides a new approach for quantizing certain quantum systems.
Results suggest broader applicability of affine quantization in physics.
Abstract
In this paper the benefits of affine quantization method are highlighted through oscillation problems. We show how affine quantization is able to solve oscillation problems where canonical quantization fails.
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