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Mean Value Formulas and Subharmonic Functions by Milton Torres is a document available to read on EtoBox.

This document contains solutions to selected problems from Evans. Problem 3 modifies the proof of the mean value formula to show a formula for the value of a function at the origin under certain boundary and Laplacian conditions. Problem 4 proves properties of subharmonic functions, including comparison principles. Problem 5 establishes a maximum principle bound involving boundary and interior terms. Problem 6 uses Poisson

Author

Milton Torres

Language

EN