Hendrik Süß
deutsch english по-русски
ORCID: 0000-0001-6511-2845
Scopus Author ID: 24332831900

Veröffentlichte Artikel

[1] K-Stability for Fano Manifolds with Torus Action of Complexity 1 (Nathan Owen Ilten, Hendrik Süß), Duke Mathematical Journal, volume 166, 2017.   [bib] [journal] [Zitate]
[2] F-Split and F-Regular Varieties with a Diagonalizable Group Action (Piotr Achinger, Nathan Owen Ilten, Hendrik Süß), Journal of Algebraic Geometry, volume 26, 2017. (to be published)   [bib] [journal]
[3] Equivariant Vector Bundles on T-Varieties (Nathan Owen Ilten, Hendrik Süß), Transformation Groups, volume 20, 2015.   [bib] [journal] [Zitate]
[4] Fano threefolds with 2-torus action -- a picture book (Hendrik Süß), Documenta Mathematica, volume 19, 2014.   [bib] [Zitate]
[5] Normal singularities with torus actions (Alvaro Liendo, Hendrik Süß), Tohoku Mathematical Journal, volume 65, 2013.   [bib] [journal] [Zitate]
[6] Kähler-Einstein metrics on symmetric Fano T-varieties (Hendrik Süß), Advances in Mathematics, volume 246, 2013.   [bib] [6" ebook] [journal] [Zitate]
[7] Infinte transitivity on universal torsors (Ivan Arzhantsev, Alexander Perepechko, Hendrik Süß), Journal of the London Mathematical Society, volume 89, 2013.   [bib] [6" ebook] [journal]
[8] The geometry of T-Varieties (Klaus Altmann, Nathan Owen Ilten, Lars Petersen, Hendrik Süß, Robert Vollmert), In: Contributions to Algebraic Geometry -- a tribute to Oscar Zariski (Piotr Pragacz, ed.), 2012.   [bib] [journal] [Zitate]
[9] Cox rings and pseudoeffective cones of projectivized toric vector bundles (Jose Gonzalez, Milena Hering, Sam Payne, Hendrik Süß), Algebra & Number Theory, volume 6, 2012.   [bib] [journal] [Zitate]
[10] Torus invariant divisors (Lars Petersen, Hendrik Süß), Israel Journal of Mathematics, volume 182, 2011.   [bib] [journal] [Zitate]
[11] Multigraded Factorial Rings and Fano varieties with torus action (Jürgen Hausen, Elaine Herppich, Hendrik Süß), Documenta Mathematica, volume 16, 2011.   [bib] [Zitate]
[12] Polarized complexity-1 T-varieties (Nathan Owen Ilten, Hendrik Süß), Michigan Mathematical Journal, volume 60, 2011.   [bib] [journal] [Zitate]
[13] The Cox ring of an algebraic variety with torus action (Jürgen Hausen, Hendrik Süß), Advances in Mathematics, volume 225, 2010.   [bib] [6" ebook] [journal] [Zitate]
[14] Algebraic geometry codes from polyhedral divisors (Nathan Owen Ilten, Hendrik Süß), Journal of Symbolic Computation, volume 45, 2010.   [bib] [journal] [Zitate]
[15] Milnor algebras could be isomorphic to modular algebras (Bernd Martin, Hendrik Süß), Journal of Symbolic Computation, volume 44, 2009.   [bib] [journal]
[16] Gluing affine torus actions via divisorial fans (Klaus Altmann, Jürgen Hausen, Hendrik Süß), Transformation Groups, volume 13, 2008.   [bib] [journal] [Zitate]


[17] On the classification of Kähler-Ricci solitons on Gorenstein del Pezzo surfaces (Jacob Cable, Hendrik Süß), 2017. (SageMath worksheets:https://cloud.sagemath.com/projects/ae8e1663-e2ad-40b8-aec2-30faf4e6a54f/files/surfaces.sagews , https://cloud.sagemath.com/projects/ae8e1663-e2ad-40b8-aec2-30faf4e6a54f/files/threefolds.sagews)   [bib]
[18] Flexible affine cones and flexible coverings (Mateusz Michalek, Alexander Perepechko, Hendrik Süß), 2016.   [bib]
[19] Fano Schemes for Generic Sums of Products of Linear Forms (Nathan Owen Ilten, Hendrik Süß), 2016.   [bib]
[20] Canonical divisors on T-varieties (Hendrik Süß), 2008.   [bib] [Zitate]
Powered by bibtexbrowser