A comparison principle for the mean curvature flow equation with discontinuous coefficients

HIGHLIGHTS

• who: Cecilia De, Zan and Pierpaolo, Soravia from the Dipartimento di Matematica, Università di Padova, Via Trieste, Padova, Italy have published the research: A Comparison Principle for the Mean Curvature Flow Equation with Discontinuous Coefficients, in the Journal: (JOURNAL) of 29/04/2016

SUMMARY

To do this the authors take an auxiliary function ?0: R? → R, at least continuous and such that Λ 0={? ∈ R?: ?0 (?)=0}, ?0={? ∈ R?: ?0 (?) > 0}. ?0=( 2 2 ??? ? (??, ??, ??, ?? ) ??? ? (??, ??, ??, ?? ) 2 ? (??, ??, ??, ?? )=-??? multiplying the second matrix inequality in_(41) twice by vectors of the form (?, ?) ∈ R?+1 × R?+1 implies ? ≤ ?. If . . .

 



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