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Past Events - Princeton Math
www.math.princeton.edu
Stefan Schreieder, University of Bonn. The construction problem for Hodge numbers. IAS Room S :15 AM - 12:15 PM. Algebraic Geometry Seminar. › all
Forum of Mathematics, SigmaScholars Portal Journals
journals.scholarsportal.info
MULTIPLICATIVE SUB-HODGE STRUCTURES OF CONJUGATE VARIETIES. Authors. STEFAN SCHREIEDER. Source Information. January 2014, Volume2Pages, p.e1. Abstract.
Algebraic Geometry: Salt Lake City Google Books
books.google.de
... Schlank: Stable obstruction to degree one zero cycles Stefan Schreieder: The construction problem for Hodge numbers Romyar Sharifi: Modular symbols and ...
[ ] On the construction problem for Hodge numbers
arxiv.org
From: Stefan Schreieder Mr. [view email] [v1] Thu, 3 Jan :14:47 GMT (26kb) [v2] Thu, 8 Aug :56:15 GMT (34kb) [v3] Fri, 25 Apr ...
Essener Seminar: The construction problem for Hodge numbers. (Stefan...
www.esaga.uni-due.de
(Stefan Schreieder). Fakultät für Mathematik · Prof. Dr. Jochen Heinloth · Lehrveranstaltungen · Veröffentlichungen · AG Heinloth · Alle Mitarbeiter · Impressum.
[ v2] On the construction problem for Hodge numbers
arxiv.org
Authors: Stefan Schreieder. (Submitted on 3 Jan (v1), revised 8 Aug (this version, v2), latest version 25 Apr (v3)). Abstract: For any symmetric ...
Stefan SchreiederICERM/Brown
icerm.brown.edu
Stefan Schreieder: The construction problem for Hodge numbers. What are the possible Hodge numbers of a smooth complex projective variety?
On the construction problem for Hodge numbers : Stefan Schreieder :...
archive.org
For any symmetric collection of natural numbers h^{p,q} with p+q=k, we construct a smooth complex projective variety whose weight k Hodge structure has these...
Multiplicative sub-Hodge structures of conjugate varieties : Stefan...
archive.org
For any subfield K of the complex numbers which is not contained in an imaginary quadratic number field, we construct conjugate varieties whose algebras of...
The construction problem for Hodge numbers - Videos | Institute for...
www.ias.edu
Stefan Schreieder. University of Bonn. October 8, What are the possible Hodge numbers of a smooth complex projective variety? We construct enough ...
MULTIPLICATIVE SUB-HODGE STRUCTURES OF ...
www.cambridge.org
von S SCHREIEDER · — ... Real and complex geometry Cycles and subschemes (Co)homology theory. Published online by Cambridge University Press: 18 February STEFAN SCHREIEDER. › article
MULTIPLICATIVE SUB-HODGE STRUCTURES OF CONJUGATE VARIETIES | Forum of...
www.cambridge.org
MULTIPLICATIVE SUB-HODGE STRUCTURES OF CONJUGATE VARIETIES - Volume 2 - STEFAN SCHREIEDER
11th Belgian-Dutch Algebraic Geometry Dayuva.nl
staff.fnwi.uva.nl
Joint work with Botong Wang. 14:50-16:00. OMHP D1.09, Dieter Kotschick (München) and Stefan Schreieder (Bonn) The Hodge ...
Belgian-Dutch Algebraic Geometry Seminar
www.math.ru.nl
June Huh (Princeton), Enumeration of points, lines, planes, etc. Dieter Kotschick ( München) and Stefan Schreieder (Bonn), The Hodge ring of Kähler manifolds.
Hodge Theory, Moduli and Representation TheoryDuke University
services.math.duke.edu
Stefan Schreieder · Burt Totaro · Duco van Straten · Botong Wang · Zheng Zhang. Click on the speaker's name to view the video of their talk.
ag.algebraic geometry - Possible Betti numbers of smooth complex...
mathoverflow.net
\begingroup Stefan Schreieder, "On the Construction Problem for Hodge Numbers" (arXiv: ) does some things in the direction of both ...
Mathematics
scirate.com
... which implies the optimality of the condition for removability. Multiplicative sub-Hodge structures of conjugate varieties · Stefan Schreieder.
Stefan Number: The Most Up-to-Date Encyclopedia ...Academic Accelerator
academic-accelerator.com
The construction problem for Hodge numbers - Stefan Schreieder. Stefan Saffer Band - 'Number On Your Wall' (live). TOP 20 PLAYS OF STEPH CURRY'S CAREER.
Hodge Theory, Moduli and Representation Theory
services.math.duke.edu
Tokio Sasaki, Luca Schaffler, Stefan Schreieder. Akash Sengupta, Tao Su, Domingo Toledo. Burt Totaro, Duco van Straten, Botong Wang. Chengxi Wang, Jun ...
Topology of Algebraic Varieties (TAV)Institute for Advanced Study
www.ias.edu
Stefan Schreieder. What are the possible Hodge numbers of a smooth complex projective variety? We construct enough varieties to show that many of the Hodge ...
On the construction problem for Hodge numbers - Project Euclid
projecteuclid.org
von S Schreieder · · Zitiert von: 20 — Stefan Schreieder. "On the construction problem for Hodge numbers." Geom. Topol. 19 (1) , https://doi.org gt › issue-1
Video: Hodge Theory, Moduli and Representation ...Stony Brook Department of Mathematics
www.math.stonybrook.edu
... Moduli and Representation Theory The rationality problem for quadric bundles. Stefan Schreieder August 18, Download video (MP4, MB). Play Pause.
SFB/TR 45 (Bonn, Essen, Mainz)
www.sfb45.de
The Artin-Mumford example; Cubic threefolds after Clemens-Griffiths I: Stefanie Anschlag; Stefan Schreieder - Seminar Fano varieties and cubics: Hodge theory ...
SpringerCitations - Details Page
citations.springernature.com
MULTIPLICATIVE SUB-HODGE STRUCTURES OF CONJUGATE VARIETIES. STEFAN SCHREIEDER. Journal: Forum of Mathematics, Sigma, 2014, Volume 2.
Video Lectures | Institute for Advanced Study
www.ias.edu
Stefan Schreieder. What are the possible Hodge numbers of a smooth complex projective variety? We construct enough varieties to show that many of the Hodge ... › video › field...
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