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Smoothing m-Subharmonic Functions Analysis by suqrotbek2605 is a document available to read on EtoBox.

What is Smoothing m-Subharmonic Functions Analysis about?

The document discusses the smoothing of m-subharmonic functions, proving a Richberg type theorem for these functions using the complex Hessian equation. Key results include the existence of strictly m-subharmonic functions that can approximate continuous m-subharmonic functions within compact Kähler manifolds. The paper also addresses the uniqueness of solutions to the Dirichlet problem for the Hessian equation in strictly pseudoconvex domains.

Author

suqrotbek2605

Language

EN