Kathryn Haymaker

activity

20122023

most citedLocally recoverable codes from algebraic curves and surfaces

49 citations · 54 across the 7 of their papers we have counts for

collaborators

Showing 2016Show all

2 papers · 1 filter

math.NT2016★ 2 cited

Locally Recoverable Codes with Availability $t \geq 2$ from Fiber Products of Curves

Kathryn Haymaker, Beth Malmskog, Gretchen Matthews

We generalize the construction of locally recoverable codes on algebraic curves given by Barg, Tamo and Vlăduţ to those with arbitrarily many recovery sets by exploiting the struct…

math.GR2016

The graph structure of graph groups that are subgroups of Thompson's group $V$

Nathan Corwin, Kathryn Haymaker

We determine exactly which graph products, also known as Right Angled Artin Groups, embed into Richard Thompson's group $V$ . It was shown by Bleak and Salazar-Diaz that $\mathbb{Z}…

Locally Recoverable Codes with Availability t≥2 from Fiber Products of Curves

The graph structure of graph groups that are subgroups of Thompson's group V

Locally Recoverable Codes with Availability $t \geq 2$ from Fiber Products of Curves

The graph structure of graph groups that are subgroups of Thompson's group $V$