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Results: 1 to 30 of 108 found      Go to page: 1 2 3 4

[1] Local differential Galois theory. Graduate Studies in Mathematics 177 (2016) 169-179.
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[2] Local Riemann-Hilbert correspondence as an equivalence of categories. Graduate Studies in Mathematics 177 (2016) 137-144.
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[3] The global Riemann-Hilbert correspondence. Graduate Studies in Mathematics 177 (2016) 161-166.
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[4] Linear complex analytic differential equations. Graduate Studies in Mathematics 177 (2016) 77-101.
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[5] Hypergeometric series and equations. Graduate Studies in Mathematics 177 (2016) 145-159.
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[6] Analytic functions. Graduate Studies in Mathematics 177 (2016) 29-37.
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[7] The complex exponential function. Graduate Studies in Mathematics 177 (2016) 3-13.
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[8] Another proof of the surjectivity of $\mathrm {exp}:\mathrm {Mat}_n(\mathbf {C})\rightarrow \mathrm {GL}_n(\mathbf {C})$. Graduate Studies in Mathematics 177 (2016) 229-232.
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[9] Power series. Graduate Studies in Mathematics 177 (2016) 15-27.
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[10] Revision problems. Graduate Studies in Mathematics 177 (2016) 259-265.
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[11] Tannaka duality without schemes. Graduate Studies in Mathematics 177 (2016) 243-253.
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[12] The universal (Fuchsian local) Galois group. Graduate Studies in Mathematics 177 (2016) 193-200.
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[13] The local Schlesinger density theorem. Graduate Studies in Mathematics 177 (2016) 181-192.
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[14] Duality for diagonalizable algebraic groups. Graduate Studies in Mathematics 177 (2016) 255-258.
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[15] Beyond local Fuchsian differential Galois theory. Graduate Studies in Mathematics 177 (2016) 219-227.
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[16] From the local to the global. Graduate Studies in Mathematics 177 (2016) 45-53.
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[17] Regular singular points and the local Riemann-Hilbert correspondence. Graduate Studies in Mathematics 177 (2016) 117-136.
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[18] Jacques Sauloy. Differential Galois Theory through Riemann-Hilbert Correspondence. Graduate Studies in Mathematics 177 (2016) MR MR3585800.
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[19] The universal group as proalgebraic hull of the fundamental group. Graduate Studies in Mathematics 177 (2016) 201-217.
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[20] Jordan decomposition in a linear algebraic group. Graduate Studies in Mathematics 177 (2016) 237-242.
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[21] Another construction of the logarithm of a matrix. Graduate Studies in Mathematics 177 (2016) 233-235.
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[22] The complex logarithm. Graduate Studies in Mathematics 177 (2016) 39-44.
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[23] Two basic equations and their monodromy. Graduate Studies in Mathematics 177 (2016) 57-76.
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[24] A functorial point of view on analytic continuation: Local systems. Graduate Studies in Mathematics 177 (2016) 103-113.
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[25] Özcan Kasal and David Pierce. Chains of theories and companionability. Proc. Amer. Math. Soc. 143 (2015) 4937-4949. MR 3391051.
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[26] Omar León Sánchez. Relative D-groups and differential Galois theory in several derivations. Trans. Amer. Math. Soc. 367 (2015) 7613-7638.
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[27] Andrey Minchenko. On central extensions of simple differential algebraic groups. Proc. Amer. Math. Soc. 143 (2015) 2317-2330.
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[28] Xiao-Shan Gao, Wei Li and Chun-Ming Yuan. Intersection theory in differential algebraic geometry: Generic intersections and the differential Chow form. Trans. Amer. Math. Soc. 365 (2013) 4575-4632.
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[29] Claude Mitschi and Michael F. Singer. Projective isomonodromy and Galois groups. Proc. Amer. Math. Soc. 141 (2013) 605-617. MR 2996965.
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[30] Yurii V. Brezhnev. Spectral/quadrature duality: Picard--Vessiot theory and finite-gap potentials. Contemporary Mathematics 563 (2012) 1-31.
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Results: 1 to 30 of 108 found      Go to page: 1 2 3 4


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