Picard Groups of compact toric Varieties and combinatorial Classes of Fans

Author:

Eikelberg Markus

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics,Mathematics (miscellaneous)

Reference22 articles.

1. BjÖrner, Anders: Face numbers of complexes and polytopes. Proc. Int. Congress of Math., Vol. 2, (Berkeley, Calif., 1986), 1408–1416

2. Danilov, V. I.: The geometry of toric varieties. Russ. math. Surveys 33:2 (1978), 97–154

3. Eikelberg, Markus: Zur Homologie torischer Varietäten. Ph. D. thesis Ruhr-Univ. Bochum 1989

4. Elkelberg, Markus: The Picard group of a compact toric variety. to appear in Results in Mathematics

5. Ewald, Günter: Algebraic Geometry and Convexity. to be published in Handbook [P. Gruber, J. Wills ed.]

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1. Conic decomposition of a toric variety and its application to cohomology;P AM MATH SOC;2021-10-21

2. On embeddings into toric prevarieties;Proceedings of the American Mathematical Society;2003-07-07

3. THE PICARD GROUP OF A GENERAL TORIC VARIETY OF DIMENSION THREE;Communications in Algebra;2002-12-31

4. The Toroidal Embedding Arising From an Irrational Fan;Results in Mathematics;1999-03

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