From the 1 of 3 linked papers with an AI index.
3 papers
math.FA2026
Further quantitative moduli around uniform convexity
Andrei Sipos
The paper derives new formulas for quantities used to measure uniform convexity in both linear and nonlinear spaces.
math.LO2026
Normal forms and representable functions in Moisil logic
Andrei Sipos
In this note, we determine, by a disjunctive normal form theorem, which functions on the standard -nuanced Åukasiewicz-Moisil algebra are representable by formulas and we show…
math.MG2025
On the uniform convexity of the squared distance
Andrei Sipos
In 1983, ZÄlinescu showed that the squared norm of a uniformly convex normed space is uniformly convex on bounded subsets. We extend this result to the metric setting of uniformly…