collaborators

7 papers

math.CV2026

A Proof of the Koumandos--Ruscheweyh Conjecture

Yicen Ma

We prove the Koumandos--Ruscheweyh conjecture for every . If is the unique root in of , then $(1-z)^ρs_n^μ…

math.CO2026

A Proof of the Third and Cubic Borwein Conjectures

Yicen Ma

We establish the coefficient sign patterns in the Third Borwein conjecture and the modulus-three Cubic Borwein conjecture. The analytic arguments apply for and …

math.FA2026

Hyponormality of Generalized Cesàro Matrices of Every Positive Integer Order

Yicen Ma

For a positive integer and a real parameter , consider the generalized Cesàro matrix on with entries for . We giv…

math.FA2026

Affine Anchors and Cylinder Obstructions in the Three-Dimensional Tingley Problem

Yicen Ma

Let be a three-dimensional real Banach space and let be a surjective isometry. We study the propagation of an affine formula for on a relatively open part of…

math.FA2026

A proof of the Fong--Tsui conjecture

Mohamed Amine Aouichaoui, Fuad Kittaneh, Yicen Ma

We prove that a bounded operator on a complex Hilbert space is self-adjoint whenever $|T|\leq|\re T|$, as conjectured by Fong and Tsui \cite{FT}.

math.FA2026

A General Proof of the Fong-Tsui Conjecture

Yicen Ma

We present a general proof of the Fong-Tsui conjecture for bounded operators on arbitrary complex Hilbert spaces. Specifically, we show that implies t…

math.FA2026

Vector-Carleson, Calderón, and Poisson-Atomic Criteria for Generalized Hilbert Operators on ,

Yicen Ma

Let , and let . Set and , where is the hard dyadic Taylor projection. We prove that $\…