activity
20182026
most citedComputing L-Polynomials of Picard curves from Cartier-Manin matrices

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

collaborators

6 papers

gr-qc2026

An extension principle for Einstein-Maxwell-charged scalar field system with finite Doppler exponent

Xinliang An, Haoyang Chen, Taoran He

We prove a new extension principle for the spherically symmetric Einstein--Maxwell--charged scalar field system. Rather than imposing conditions for mass ratio as in Christo…

math.NT2025

Syntomification and crystalline local systems

Dylan Pentland

Let be a prime, and let be a smooth -adic formal scheme over where is a finite extension. We show that reflexive s…

math.NT2021

Extensions of mod p representations of division algebras over non-Archimedean local fields

Andrew Keisling, Dylan Pentland

Let be a local field over or , and let be a central simple division algebra over of degree . In the -adic case, we assume $p>de+…

math.NT2020★ 3 cited

Computing L-Polynomials of Picard curves from Cartier-Manin matrices

Sualeh Asif, Francesc Fité, Dylan Pentland

We study the sequence of zeta functions of a generic Picard curve defined over at primes of good reduction for . We define a degree 9 po…

math.RT2020

Filtrations on block subalgebras of reduced universal enveloping algebras

Andrei Ionov, Dylan Pentland

We study the interaction between the block decompositions of reduced universal enveloping algebras in positive characteristic, the PBW filtration, and the nilpotent cone. We provid…

math.CO2018★ 1 cited

Coefficients of Gaussian Polynomials Modulo

Dylan Pentland

The -analogue of the binomial coefficient, known as a -binomial coefficient, is typically denoted . These polynomials are important combinatorial…