Réunion d'hiver SMC 2025

Toronto, 5 - 8 decembre 2025

       
Problèmes variationnels : tendances et applications
Org: Xinyang Lu (Lakehead University) et Chong Wang (Washington and Lee University)
LI BO, University of California, San Diego

XINYANG LU, Lakehead University

MING MEI, Champlain College St.-Lambert, and McGill University

JACK TISDELL, McGill University

TONG ZHANG, Memorial Universiry
Liouville-type theorem for the fractional p-Laplacian inequalties  [PDF]

This work addresses an open question posed in [Math. Ann. 2022, "Quasilinear Laplace equations and inequalities with fractional orders"]. In the process of resolving this problem, we uncovered a key structural insight. This discovery enables us to establish the existence of solutions for a broad class of fractional p-Laplacian inequalities, extending to cases with logarithmic, exponential, and power-law decay at infinity. (Joint work with Professor Jie Xiao.)

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