Interpolating the Nucleon's Spin-Dependent Sum Rules at High and Low Energies
Preprint
- 20 July 1993
Abstract
I discuss a few interpolating sum rules for spin structure functions of the nucleon. Using the concept of duality, I argue that the $G_1$ sum rule, including the elastic contribution, is useful for learning higher twist matrix elements of the nucleon.
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All Related Versions
- Version 1, 1993-07-20, ArXiv
- Published version: Physics Letters B, 309 (1-2), 187.
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