activity
20182024
most citedThe Checkered Smocked Space and its Tangent Cone

1 citations · 1 across the 5 of their papers we have counts for

collaborators

6 papers

math.NT2024

Hilbert modular forms and Galois representations

Ajith Nair, Ajmain Yamin

In this expository article, we present a brief introduction to the theory of Hilbert modular forms and Galois representations, and describe what it means to attach a compatible sys…

math.MG2021

SWIF Convergence of Smocked Metric Spaces

M. Dinowitz, H. Drillick, M. Farahzad +2

In this paper we explore a special class of metric spaces called smocked metric spaces and study their tangent cones at infinity. We prove that under the right hypotheses, the resc…

math.CO2020

Filtering cohomology of ordinary and Lagrangian Grassmannians

The 2020 Polymath Jr. REU "q-binomials, the Grassmannian group", : +31

This paper studies, for a positive integer , the subalgebra of the cohomology ring of the complex Grassmannians generated by the elements of degree at most . We build in two…

math.MG2019★ 1 cited

The Checkered Smocked Space and its Tangent Cone

Victoria Antonetti, Maziar Farahzad, Ajmain Yamin

Smocked metric spaces were first defined in arXiv:1906.03403 and it was proved that if a norm on the Euclidean space uniformly estimates the pseudometric of a smocked metric space,…

math.MG2019

Smocked Metric Spaces and their Tangent Cones

Christina Sormani, Demetre Kazaras, David Afrifa +11

We introduce the notion of a smocked metric spaces and explore the balls and geodesics in a collection of different smocked spaces. We find their rescaled Gromov-Hausdorff limits a…

math.CO2018

Avoiding 3-Term Geometric Progressions in Hurwitz Quaternions

Megumi Asada, Bruce Fang, Eva Fourakis +6

Several recent papers have considered the problem of how large a subset of integers can be without containing any 3-term geometric progressions. This problem has also recently been…