activity
20092026
most cited dimensions and projections of random measures

11 citations · 70 across the 30 of their papers we have counts for

collaborators

41 papers

math.FA2026

Projection Constants of Polynomial Spaces via Representation Theory

Andreas Defant, Daniel Galicer, Martín Mansilla +3

We develop a representation-theoretic framework for computing projection constants of finite-dimensional subspaces of , where is a compact homogeneous -space. Within t…

math.FA2026

Intrinsic Bohnenblust--Hille Inequalities for Local Qudit Systems

Andreas Defant, Daniel Galicer

We study dimension-free Bohnenblust--Hille inequalities for local operators on systems of -level qudits. For the operator space of support at most , uniformly over all tensor…

math.FA2026

Support-Sensitive Bohnenblust-Hille Inequalities and Local Invariants on Hamming Schemes

Andreas Defant, Daniel Galicer, Martín Mansilla +2

We investigate local invariants and geometric phenomena for polynomial spaces of low degree on the -ary Hamming scheme , where denotes the cyclic group of order …

math.FA2026

Strong Polarization and Entropy

Daniel Galicer, Oscar Ortega-Moreno, Damián Pinasco

We show that for any set of unit vectors in a real Hilbert space and positive numbers satisfying , there exists a unit vector…

math.MG2025

Extensions of the Busemann-Petty Problem for Arbitrary Measures

Daniel Galicer, Julián Haddad, Joaquín Singer

The classical Busemann--Petty problem asks whether smaller central hyperplane sections of origin-symmetric convex bodies imply smaller total volume. Zvavitch studied the analogous…

math.FA2025

Local constants and Bohr's phenomenon for Banach spaces of analytic polynomials

Andreas Defant, Daniel Galicer, Martín Mansilla +2

The primary aim of this work is to develop methods that provide new insights into the relationships between fundamental constants in Banach space theory--specifically, the projecti…