Nonlinear Graviton as a Limit of sl(N;C) Chiral Fields as N--> infty

TL;DR

This paper demonstrates how a sequence of sl(N;C) chiral fields converges to a complex heavenly metric, providing insights into the nonlinear graviton limit as N approaches infinity.

Contribution

It introduces a specific example of sl(N;C) chiral fields tending to a nonlinear graviton in the large N limit, connecting gauge fields to gravitational metrics.

Findings

sl(N;C) chiral fields converge to complex heavenly metric as N→infinity

Provides a concrete example linking gauge theory and gravity in the large N limit

Enhances understanding of nonlinear graviton as a limit of gauge fields

Abstract

An example of a sequence of the sl(N;C) chiral fields, for N$\geq 2$, tending to the complex heavenly metric (nonlinear graviton) of the type [4]x[-] when N --> infinity is given.