The sum rules for the spin dependent structure functions corresponding to the moment at $n=0$

TL;DR

This paper reviews sum rules for spin-dependent structure functions at the zero moment, derived from current algebra and null-plane canonical quantization, providing insights into the spin structure of nucleons.

Contribution

It introduces a comprehensive review of sum rules at n=0 derived from current algebra using null-plane quantization, clarifying their theoretical foundations.

Findings

Sum rules at n=0 are derived from current algebra.

Null-plane canonical quantization is used to establish these sum rules.

The review clarifies the theoretical basis of spin-dependent structure functions.

Abstract

Sum rules for the spin dependent structure functions corresponding to the moment at $n=0$ derived from the current algebra based on the canonical quantization on the null-plane are reviewed.