activity
20132026
collaborators

6 papers

math.DS2026

Degenerating orbits of the Longest Edge Bisection process

Karim A. Adiprasito, Daniel Kalmanovich, Yaar Solomon

We study the Longest Edge Bisection (LEB) process as a dynamical system on the projective shape space of simplices. A long-standing conjecture going back to Adler and Rivara-Levin…

math.GT2023

On flag-no-square -manifolds

Daniel Kalmanovich, Eran Nevo, Gangotryi Sorcar

Which -manifolds admit a flag-no-square (fns) triangulation? We introduce the "star-connected-sum" operation on such triangulations, which preserves the fns property, from which…

math.CO2021

On an infinite family of generalized PBIBDs

Daniel Kalmanovich

We consider a generalization of the notion of partially balanced incomplete block designs (PBIBDs), by relaxing the requirement that the underlying association scheme be commutativ…

math.CO2019

On the realization space of the cube

Karim Adiprasito, Daniel Kalmanovich, Eran Nevo

We consider the realization space of the -dimensional cube, and show that any two realizations are connected by a finite sequence of projective transformations and normal transf…

math.CO2018

On the cone of -vectors of cubical polytopes

Ron M. Adin, Daniel Kalmanovich, Eran Nevo

What is the minimal closed cone containing all -vectors of cubical -polytopes? We construct cubical polytopes showing that this cone, expressed in the cubical -vector coor…

math.CO2013

On algebraic fusions of association schemes

Daniel Kalmanovich, Eli Shamovich

We give a complete description of the irreducible representations of algebraic fusions of association schemes, in terms of the irreducible representations of a Schur cover of the c…