On a family of quasimetric spaces in generalized potential theory

Abstract: We construct a family of quasimetric spaces in generalized potential theory containing m-subharmonic functions with finite (p,m)-energy. These quasimetric spaces will be viewed both in Cn and in compact Kähler manifolds, and their convergence will be used to improve known stability results for the complex Hessian equations.

This talk is based on joint work with Per Åhag.

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