Kisin, Mark - Department of Mathematics, Harvard University

• Matthew Emerton THE RIEMANN-HILBERT
• LECTURES ON DEFORMATIONS OF GALOIS REPRESENTATIONS
• Proceedings of the International Congress of Mathematicians Hyderabad, India, 2010
• LECTURES ON DEFORMATIONS OF GALOIS REPRESENTATIONS
• A RIEMANN-HILBERT CORRESPONDENCE FOR UNIT F-CRYSTALS. II
• A RIEMANN-HILBERT CORRESPONDENCE FOR UNIT F-CRYSTALS. I
• LECTURES ON DEFORMATIONS OF GALOIS REPRESENTATIONS
• POTENTIAL SEMI-STABILITY OF p-ADIC 'ETALE COHOMOLOGY.
• ENDOMORPHISMS OF LOGARITHMIC SCHEMES. Mark Kisin
• ANALYTIC FUNCTIONS ON ZARISKI OPEN SETS, AND LOCAL COHOMOLOGY.
• CRYSTALLINE REPRESENTATIONS AND F -CRYSTALS. Mark Kisin
• MODULARITY FOR SOME GEOMETRIC GALOIS REPRESENTATIONS.
• PRIME TO p FUNDAMENTAL GROUPS, AND TAME GALOIS ACTIONS.
• A NOTE ON ARTIN MOTIVES MARK KISIN AND SIGRID WORTMANN
• INTEGRAL CANONICAL MODELS OF SHIMURA VARIETIES Mark Kisin
• INTEGRAL MODELS FOR SHIMURA VARIETIES OF ABELIAN TYPE.
• GEOMETRIC DEFORMATIONS OF MODULAR GALOIS REPRESENTATIONS
• LOCAL CONSTANCY IN FAMILIES OF NON-ABELIAN GALOIS REPRESENTATIONS.
• MODULARITY OF 2-ADIC BARSOTTI-TATE REPRESENTATIONS
• MODULI OF FINITE FLAT GROUP SCHEMES, AND MODULARITY.
• AN INTRODUCTION TO THE RIEMANN-HILBERT CORRESPONDENCE FOR UNIT F -CRYSTALS.
• GALOIS REPRESENTATIONS AND LUBIN-TATE GROUPS Mark Kisin and Wei Ren
• Eigenvalues of Frobenius and Hodge Numbers Mark Kisin and Gus Lehrer
• MODULARITY OF 2-DIMENSIONAL GALOIS REPRESENTATIONS
• LOCAL CONSTANCY IN P-ADIC FAMILIES OF GALOIS REPRESENTATIONS.
• LECTURES ON DEFORMATIONS OF GALOIS REPRESENTATIONS
• LECTURES ON DEFORMATIONS OF GALOIS REPRESENTATIONS
• DEFORMATIONS OF GQp AND GL 2(Qp) REPRESENTATIONS. Mark Kisin
• THE FONTAINE-MAZUR CONJECTURE FOR GL 2 Mark Kisin
• The Grothendieck-Katz Conjecture for certain locally symmetric varieties
• UNIT L-FUNCTIONS AND A CONJECTURE OF KATZ. Matthew Emerton and Mark Kisin
• OVERCONVERGENT MODULAR FORMS AND THE FONTAINE-MAZUR CONJECTURE.
• POTENTIALLY SEMI-STABLE DEFORMATION RINGS Mark Kisin
• OVERCONVERGENT HILBERT MODULAR FORMS Mark Kisin and King Fai Lai
• LOCALLY ANALYTIC CUSPIDAL REPRESENTATIONS FOR GL 2 AND RELATED GROUPS
• EQUIVARIANT POINCAR'E POLYNOMIALS AND COUNTING POINTS OVER FINITE FIELDS.
• WHAT IS a Galois Representation? Mark Kisin