Liu, Tong - Department of Mathematics, Purdue University

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Liu, Tong - Department of Mathematics, Purdue University

THE CORRESPONDENCE BETWEEN BARSOTTI-TATE GROUPS AND KISIN MODULES WHEN p = 2
POTENTIALLY GOOD REDUCTION OF BARSOTTI-TATE Abstract. Let R be a complete discrete valuation ring of mixed character-
A NOTE ON LATTICES IN SEMI-STABLE REPRESENTATIONS Abstract. Let p be a prime, K a finite extension over Qp and G := Gal(K/K).
TORSION p-ADIC GALOIS REPRESENTATIONS Abstract. Let p be a prime, K a finite extension of Qp and T a finite free
LATTICES IN FILTERED (, N)-MODULES Abstract. Let p be a prime. We construct and study integral and torsion
MODULARITY OF COMPATIBLE FAMILY OF p-ADIC REPRESENTATIONS
FILTRATION ASSOCIATED TO TORSION SEMI-STABLE REPRESENTATIONS
ON LATTICES IN SEMI-STABLE REPRESENTATIONS: A PROOF OF A CONJECTURE OF BREUIL
NOTE ON LECTURE 4 Let H be the subgroup in I and P := I/H defined in my talk. We have the exact
Quasi-semi-stable representations Xavier Caruso and Tong Liu