activity
20112026
most citedOn regularity of the discrete Hardy-Littlewood maximal function

15 citations · 17 across the 14 of their papers we have counts for

collaborators

18 papers

math.CA2026

The square function estimate for the cone in four dimensions

Faruk Temur

We obtain the reverse square function estimate for the light cone in four dimensions from the critical local-smoothing and round-cone propagation statements in the September…

math.NT2026

Simultaneously small continued fraction entropy and base entropy

Faruk Temur

We construct a computable irrational number that simultaneously has small continued fraction entropy and base entropy for every integer base This addresses a questio…

math.FA2026

A Counterexample to Horn's Coincidence Conjecture

Faruk Temur

Horn conjectured that whenever is a nonempty compact convex subset of a Banach space and are continuous commuting maps, there exists such that …

math.FA2026

On The Existence of \(P\)-Contractions that are not Enriched Contractions

Faruk Temur

We construct two examples clarifying the position of enriched -contractions among related classes of mappings on normed spaces. Our first example is a -contraction operator o…

math.FA2026

A Short Note on -Contractive and Picard Operators

Faruk Temur

Altun and Hancer \cite{AltunHancer2019} proved that every continuous \(P\)-contractive self-map of compact metric space is an almost Picard operator, and asked whether it must in f…

math.AP2025

Global Well-posedness and Scattering for Stochastic generalized KdV Equations with additive noise

Engin Başakoğlu, Faruk Temur, Oğuz Yılmaz

We study the defocusing stochastic generalized Korteweg-de Vries equations (sgKdV) driven by additive noise, with a focus on mass-critical and supercritical nonlinearities. For int…