A functional inequality between Hessians in spaces with non-zero curvature
Tom 286 / 2026
Studia Mathematica 286 (2026), 303-311
MSC: Primary 46T99; Secondary 53B99
DOI: 10.4064/sm250804-13-10
Opublikowany online: 6 February 2026
Streszczenie
A version of the recent functional inequality [Z. Anal. Anwend. 43 (2024), 49–65] between the Hessians of the square root and the logarithm of positive functions is proven in spaces with non-zero curvature.
