29 Publications (Page 1 of 2)
2019
Arithmetic differential operators with congruence level structures: First results and examplesHuyghe, Christine⋅Schmidt, Tobias and Strauch, MatthiasJournal of Number Theory, 2019-09-00.
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ARITHMETIC STRUCTURES FOR DIFFERENTIAL OPERATORS ON FORMAL SCHEMESHUYGHE, CHRISTINE⋅SCHMIDT, TOBIAS and Strauch, MatthiasNagoya Mathematical Journal, pp. 48, 2019-12-19.
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mathscr{D}^{\dagger}$-affinity of formal models of flag varietiesHuyghe, Christine⋅Huyghe, Christine⋅Patel, Deepam⋅Patel, Deepam⋅Schmidt, Tobias⋅Schmidt, Tobias⋅Strauch, Matthias and Strauch, MatthiasMathematical Research Letters, vol. 26, (no. 6), pp. 1745, 2019-00-00.
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p$-adic Banach space representations of $SL_2({\mathbb Q}_p)Ban, Dubravka and Strauch, Matthias2019-12-23.
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2018
Arithmetic differential operators on a semistable model of $${\mathbb {P}}^1$$P1Patel, Deepam⋅Patel, Deepam⋅Schmidt, Tobias⋅Schmidt, Tobias⋅Strauch, Matthias and Strauch, MatthiasMathematische Zeitschrift, 2018-11-14.
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On some properties of the functors ${\mathcal F}^G_P$ from Lie algebra to locally analytic representationsOrlik, Sascha and Strauch, Matthias2018-02-21.
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2017
Arithmetic structures for differential operators on formal schemesHuyghe, Christine⋅Schmidt, Tobias and Strauch, Matthias2017-09-02.
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Locally analytic representations of $\text{GL}(2,L)$ via semistable models of $\mathbb{P}^{1}Patel, Deepam⋅Patel, Deepam⋅Schmidt, Tobias⋅Schmidt, Tobias⋅Strauch, Matthias and Strauch, MatthiasJournal of the Institute of Mathematics of Jussieu, pp. 63, 2017.
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2016
Dimensions of some locally analytic representationsSchmidt, Tobias and Strauch, MatthiasRepresentation Theory of the American Mathematical Society, vol. 20, (no. 2), pp. 38, February 2, 2016.
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Lubin-Tate Deformation Spaces and Fields of NormsCarter, Annie and Strauch, Matthias2016-05-02.
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2015
D^\dagger-affinity of formal models of flag varietiesHuyghe, Christine⋅Huyghe, Christine⋅Patel, Deepam⋅Patel, Deepam⋅Schmidt, Tobias⋅Schmidt, Tobias⋅Strauch, Matthias and Strauch, Matthias2015-01-23.
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2014
Arithmetic differential operators on a semistable model of ${\mathbb P}^1Patel, Deepam⋅Patel, Deepam⋅Schmidt, Tobias⋅Schmidt, Tobias⋅Strauch, Matthias and Strauch, Matthias2014-10-03.
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Category ${\mathcal O}$ and locally analytic representationsOrlik, Sascha and Strauch, Matthias2014-12-17.
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Dimensions of some locally analytic representationsSchmidt, Tobias and Strauch, Matthias2014-09-29.
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Formation of “Quasi” Contact or Solvent‐separated Ion Pairs in the Local Environment of Probe Molecules Dissolved in Ionic LiquidsStrauch, Matthias⋅Roth, Christian⋅Kubatzki, Falk and Ludwig, RalfChemPhysChem, vol. 15, (no. 2), pp. 270, February 3, 2014.
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Locally analytic representations and sheaves on the Bruhat–Tits buildingPatel, Deepam⋅Patel, Deepam⋅Schmidt, Tobias⋅Schmidt, Tobias⋅Strauch, Matthias and Strauch, MatthiasAlgebra & Number Theory, vol. 8, (no. 6), pp. 1445, 2014-10-02.
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Locally analytic representations of ${\rm GL}(2,L)$ via semistable models of ${\mathbb P}^1Patel, Deepam⋅Patel, Deepam⋅Schmidt, Tobias⋅Schmidt, Tobias⋅Strauch, Matthias and Strauch, Matthias2014-10-06.
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On Jordan-Hölder series of some locally analytic representationsOrlik, Sascha⋅Orlik, Sascha⋅Strauch, Matthias and Strauch, MatthiasJournal of the American Mathematical Society, vol. 28, (no. 1), pp. 157, 2014-07-02.
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2013
Integral models of P^1 and analytic distribution algebras for GL_2Patel, Deepam⋅Patel, Deepam⋅Schmidt, Tobias⋅Schmidt, Tobias⋅Strauch, Matthias and Strauch, Matthias2013-10-13.
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2010
Galois actions on torsion points of one-dimensional formal modulesStrauch, MatthiasJournal of Number Theory, vol. 130, (no. 3), pp. 533, 2010.
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On Jordan-H\"older series of some locally analytic representationsOrlik, Sascha and Strauch, Matthias2010-01-03.
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2008
Deformation spaces of one-dimensional formal modules and their cohomologyStrauch, MatthiasAdvances in Mathematics, vol. 217, (no. 3), pp. 951, 2008.
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Geometrically Connected Components of Lubin-Tate Deformation Spaces with Level StructuresStrauch, MatthiasPure and Applied Mathematics Quarterly, vol. 4, (no. 4), pp. 1232, 2008-00-00.
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2007
Galois actions on torsion points of universal one-dimensional formal modulesStrauch, Matthias2007-09-21.
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2006
Deformation spaces of one-dimensional formal modules and their cohomologyStrauch, Matthias2006-11-04.
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