Quantum Soliton Mass Corrections in SL(N) Affine Toda Theory
Timothy Hollowood
TL;DR
This paper calculates the first quantum mass corrections for solitons in complex sl(n) affine Toda field theory, demonstrating that these corrections are real, preserve classical mass ratios, and confirm soliton stability.
Contribution
It provides the first quantum mass correction calculations for solitons in complex sl(n) affine Toda theory, establishing their stability and mass ratio preservation.
Findings
Quantum mass corrections are real numbers.
Classical mass ratios are preserved after quantum corrections.
Solitons are confirmed to be classically stable.
Abstract
The first quantum mass corrections for the solitons of complex affine Toda field theory are calculated. The corrections are real and preserve the classical mass ratios. The formalism also proves that the solitons are classically stable.
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