Mehr Rai

most citedHurwitz Actions on Reflection Factorizations in Complex Reflection Group

G_{6}

3 citations · 3 across the 2 of their papers we have counts for

collaborators

2 papers

math.PR2022

A Random Card Shuffling Process

Joel Brewster Lewis, Mehr Rai

Consider a randomly shuffled deck of $2 n$ cards with $n$ red cards and $n$ black cards. We study the average number of moves it takes to go from a randomly shuffled deck to a deck…

math.CO2020★ 3 cited

Hurwitz Actions on Reflection Factorizations in Complex Reflection Group $G_{6}$

Gaurav Gawankar, Dounia Lazreq, Mehr Rai +1

We show that in the complex reflection group $G_{6}$ , reflection factorizations of a Coxeter element that have the same length and multiset of conjugacy classes are in the same Hurwi…

A Random Card Shuffling Process

Hurwitz Actions on Reflection Factorizations in Complex Reflection Group G6​

Hurwitz Actions on Reflection Factorizations in Complex Reflection Group $G_{6}$