Hodge theory in combinatorics Eric Katz (University of Waterloo) joint with June Huh (IAS) and Karim Adiprasito (IAS) May 14, 2015

Source URL: www.math.uwaterloo.ca

LOW ENERGY RESOLVENT FOR THE HODGE LAPLACIAN: APPLICATIONS TO RIESZ TRANSFORM, SOBOLEV ESTIMATES AND ANALYTIC TORSION arXiv:1310.4694v1 [math.AP] 17 Oct 2013

Source URL: www.math.ens.fr

CENDIRepository Registries: Characteristics, Issues and Futures Nikkia Anderson Gail Hodge

Source URL: cendi.gov

The Hodge theory of degenerating hypersurfaces Eric Katz (University of Waterloo) joint with Alan Stapledon (University of Sydney) October 20, 2013

Source URL: www.math.uwaterloo.ca

Seminar ‘Fano varieties and cubics: Hodge theory and derived categories’ Summer term 2013 The following is open for discussion. We may decide to shift the emphasize or dwell longer on certain aspects. Personally, I w

Source URL: www.math.uni-bonn.de

• Algebraic geometry
• Algebra
• Abstract algebra
• Algebraic varieties
• Cubic threefold
• Rational variety
• Fano variety
• Intermediate Jacobian
• Cubic form
• Chow group
• Scheme

The Hodge theory of hypersurfaces Eric Katz (University of Waterloo) joint with Alan Stapledon (University of Sydney) August 2, 2013

Source URL: www.math.uwaterloo.ca

A SURVEY OF AMERICAN INDIAN LOGOLOGY SUSAN THORPE Some years ago, I typed the index of Handbook of American Indians North of Mexico (‘Hodge’) edited by Frederick Webb Hodge, Smithsonian Institute Bureau of America, E

Source URL: wordways.com

December 3, 2014 Massachusetts Export Trends – Why Is the State Missing Out on the Nation’s Recent Export Boom? Branner Stewart & Daniel Hodge

Source URL: www.massbenchmarks.org

• Export
• International trade
• Manufacturing in the United States
• Economy of Russia

Seminar ‘Advanced Hodge theory and the Hodge conjecture’ Summer term 2012 The idea of the seminar is to learn some classical concepts and recent approaches to the Hodge conjecture. Basic concepts of Hodge theory are

Source URL: www.math.uni-bonn.de

• Algebra
• Abstract algebra
• Mathematics
• Hodge theory
• Algebraic geometry
• Conjectures
• Homological algebra
• Hodge conjecture
• Homology theory
• Hodge structure
• Hodge cycle
• MumfordTate group

In Theorem 8.17, you say that your condition (**) on the isomorphism a is enough to guarantee that ahA belongs to X (hA being the morphism defining the Hodge structure on H1 (A, Q)). However I believe that this only impl

Source URL: jmilne.org