280 citations · 1k across the 82 of their papers we have counts for
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Converging sequences of p-adic Galois representations and density theorems
Joel Bellaiche, Gaetan Chenevier, Chandrashekhar Khare +1
We consider limits of p-adic Galois representations, study different notions of convergence for such representations, and prove Cebotarev-type density theorems for them.
Transcendental l-adic Galois representations
Chandrashekhar Khare, Michael Larsen, Ravi Ramakrishna
We consider continuous representations of the Galois group G of a number field K taking values in the completion C of an algebraic closure A of the field of l-adic numbers. We give…
Grothendieck ring of pretriangulated categories
A. I. Bondal, M. Larsen, V. A. Lunts
We consider the abelian group generated by quasi-equivalence classes of pretriangulated DG categories with relations coming from semi-orthogonal decompositions of correspondin…
Realizing Rational Representations in Mordell-Weil Groups
Bo-Hae Im, Michael Larsen
Let G be a finite group and V a finite-dimensional rational G-representation. We ask whether there exists a finite Galois extension L/K of number fields with Galois group G, an ell…