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20222026
most citedOn Laplacian eigenvalue equation with constant Neumann boundary data

3 citations · 3 across the 5 of their papers we have counts for

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2 papers · 1 filter

math.AP2023

Uniqueness of critical points of the second Neumann eigenfunctions on triangles

Hongbin Chen, Changfeng Gui, Ruofei Yao

This paper investigates the second Neumann eigenfunction of a planar triangle . In a recent paper by Judge and Mondal [Ann. Math., 2022], it was shown that has no critic…

math.AP2023

On location of maximum of gradient of torsion function

Qinfeng Li, Ruofei yao

It has been a widely belief that for a planar convex domain with two coordinate axes of symmetry, the location of maximal norm of gradient of torsion function is either linked to c…