On amplitudes in self-dual sector of Yang-Mills theory

TL;DR

This paper constructs self-dual perturbiner solutions in Yang-Mills theory using twistor methods, exploring their implications for maximally helicity violating amplitudes and instanton effects.

Contribution

It introduces a twistor-based construction of self-dual perturbiner solutions in both trivial and nontrivial topologies of Yang-Mills theory.

Findings

Constructed self-dual perturbiner solutions using twistor methods.

Discussed maximally helicity violating amplitudes in this context.

Explored instanton-induced analogies in the self-dual sector.

Abstract

Self-dual perturbiner in the Yang-Mills theory is constructed by the twistor methods both in topologically trivial and topologically nontrivial cases. Maximally helicity violating amplitudes and their instanton induced analogies are briefly discussed.