Mitchell A. Taylor

activity

20242026

most citedCoordinate systems in Banach spaces and lattices

1 citations · 1 across the 4 of their papers we have counts for

collaborators

Showing math.FAShow all

3 papers · 1 filter

math.FA2026

Banach lattices with upper $p$ -estimates: Renorming and factorization

Enrique García-Sánchez, Denny H. Leung, Mitchell A. Taylor +1

The notions of $p$ -convexity and concavity are fundamental tools for studying Banach lattices, as they partition the class of Banach lattices into a scale of spaces with $L_{p}$ -like…

math.FA2025

On the existence of large subspaces of $C (K)$ that perform stable phase retrieval

Enrique García-Sánchez, David de Hevia, Mitchell Taylor

The purpose of this article is to address an open problem posed by Freeman-Oikhberg-Pineau-T.~(\textit{Math.~Ann.}~2024) regarding the existence of large subspaces of $C (K)$ that p…

math.FA2024★ 1 cited

Coordinate systems in Banach spaces and lattices

Antonio Avilés, Christian Rosendal, Mitchell A. Taylor +1

Using methods of descriptive set theory, in particular, the determinacy of infinite games of perfect information, we answer several questions from the literature regarding differen…

Banach lattices with upper p-estimates: Renorming and factorization

On the existence of large subspaces of C(K) that perform stable phase retrieval

Coordinate systems in Banach spaces and lattices

Banach lattices with upper $p$ -estimates: Renorming and factorization

On the existence of large subspaces of $C (K)$ that perform stable phase retrieval