activity
20152017
most citedPolarization of Neural Rings

4 citations · 6 across the 5 of their papers we have counts for

collaborators

5 papers

math.AC2017★ 4 cited

Polarization of Neural Rings

Sema Gunturkun, Jack Jeffries, Jeffrey Sun

The "neural code" is the way the brain characterizes, stores, and processes information. Unraveling the neural code is a key goal of mathematical neuroscience. Topology, coding the…

math.NT2017

An Algebraic-Coding Equivalence to the Maximum Distance Separable Conjecture

Steven B. Damelin, Daniel Kaiser, Jeffrey Sun +1

In this paper, we provide Algebraic-Coding necessary and sufficient conditions for the Maximum Distance Separable Conjecture to hold.

cs.IT2016

On a condition equivalent to the Maximum Distance Separable conjecture

Jeffery Sun, Steven Damelin, Daniel Kaiser

We denote by the vector space of functions from a finite field to itself, which can be represented as the space $\mathcal{P}_q := \mathbb{F}_q[x]/(x^…

math.CO2015★ 2 cited

The Truncated & Supplemented Pascal Matrix and Applications

M. Hua, S. B. Damelin, J. Sun +1

In this paper, we introduce the (with ) truncated, supplemented Pascal matrix which has the property that any columns form a linearly independent set. This…

math.CO2015

A Note on an Analytic Approach to the Problem of Finite Matroid Representability, The Cardinality of Sets of k-Independent Vectors over Finite Fields and the Maximum Distance Separable Conjecture

J. Sun, S. B. Damelin

We introduce various quantities that can be defined for an arbitrary finite matroid, and show that certain conditions on these quantities imply that a matroid is not representable…