3 citations · 4 across the 2 of their papers we have counts for
4 papers
On the reductions of certain two-dimensional crystalline representations, III
Bodan Arsovski
A conjecture of Breuil, Buzzard, and Emerton says that the slopes of certain reducible -adic Galois representations must be integers. In previous work we showed this conjecture…
Limiting measures of supersingularities
Bodan Arsovski
Let be a prime number and let be an integer. In this article we study the semi-simple reductions modulo of two-dimensional irreducible crystalline -adic Galois…
On the reductions of certain two-dimensional crystalline representations, II
Bodan Arsovski
A conjecture of Breuil, Buzzard, and Emerton says that the slopes of certain reducible -adic Galois representations must be integers. In previous work we showed this conjecture…
Reduction modulo p of two-dimensional crystalline representations of G_{Q_p} of slope less than three
Bodan Arsovski
We use the p-adic local Langlands correspondence for GL_2(Q_p) to find the reduction modulo p of certain two-dimensional crystalline Galois representations. In particular, we resol…