![]() Algebraic geometry and singularities, conference at the University of Washington.CIMAT (Centro de Investigación en Matemáticas), Guanajuato Mexico, colloquium and two seminars.MMP and Moduli Conference, Simons Center, New York, New York. ![]() Schwede, Depth of F-singularities and base change of relative canonical sheaves. Schwede, Richardson varieties have Kawamata log terminal singularities. Mircea Mustaţă and Karl Schwede, A Frobenius variant of Seshadri constants.Zhang, Cartier modules on toric varieties. DOI: DOI: - See more at: DOI: - See more at. Tucker, On the behavior of test ideals under finite morphisms. Appendix to Deformations of F -injectivity and local cohomology by J. Schwede, A canonical linear system associated to adjoint divisors in characteristic p > 0 J. ![]() Tucker, Test ideals of non-principal ideals: computations, jumping numbers, alterations and division theorems. Schwede, On the numerical dimension of pseudo-effective divisors in positive characteristic. Tucker, F-singularities via alterations To appear in the American Journal of Mathematics. Zong, On rational connectedness of globally F-regular threefolds, Adv. Schwede, Uniform bounds for strongly F-regular surfaces, Transactions of the American Mathematical Society, 368 (2016), no. and Schwede, Karl, Du Bois singularities deform in Minimal models and extremal rays (Kyoto, 2011), 49–65, Adv. Sandor Kovacs and Karl Schwede, Inversion of adjunction for rational and Du Bois pairs.Tucker, Positive characteristic algebraic geometry, Proc. Das, Omprokash and Schwede, Karl, The F-different and a canonical bundle formula.Journal of the Institute of Mathematics of Jussieu. Test ideals in rings with finitely generated anti-canonical algebras. The dualizing complex of F-injective and Du Bois singularities. Annales Scientifiques de l'Ecole Normale Superieure. Fundamental groups of F-Regular singularities via F-signature. Perfectoid multiplier/test ideals in regular rings and bounds on symbolic powers. Karl E Schwede & Zhaoning Yang (2018).Notices of the American Mathematical Society. Recent applications of p-adic methods to commutative algebra. Kadyrsizova, Zhibek Katzman, Mordechai Malec, Sara Robinson, Marcus Schwede, Karl Smolkin, Daniel Teixeira, Pedro Witt, Emily E. Karl Schwede & Bernard Serbinowski (2020). ![]() Maximal Cohen-Macaulay Complexes and Their Uses: A Partial Survey.
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