<--- Back to Details
First PageDocument Content
Mathematics / Geometry / Algebra / Algebraic geometry / Algebraic varieties / Complex analysis / Logarithmic form / Degree of an algebraic variety / Divisor / Logarithm / Arrangement of hyperplanes / Vector bundle
Date: 2015-05-22 11:18:25
Mathematics
Geometry
Algebra
Algebraic geometry
Algebraic varieties
Complex analysis
Logarithmic form
Degree of an algebraic variety
Divisor
Logarithm
Arrangement of hyperplanes
Vector bundle

507 Documenta Math. Logarithmic Bundles of Multi-Degree Arrangements in Pn

Add to Reading List

Source URL: documenta.sagemath.org

Download Document from Source Website

File Size: 323,86 KB

Share Document on Facebook

Similar Documents

Mathematics / Geometry / Algebra / Algebraic geometry / Algebraic varieties / Complex analysis / Logarithmic form / Degree of an algebraic variety / Divisor / Logarithm / Arrangement of hyperplanes / Vector bundle

507 Documenta Math. Logarithmic Bundles of Multi-Degree Arrangements in Pn

DocID: 1rhyR - View Document

Algebraic geometry / Algebraic varieties / Complex analysis / Logarithmic form / Degree of an algebraic variety / Divisor / Logarithm / Arrangement of hyperplanes / Vector bundle

507 Documenta Math. Logarithmic Bundles of Multi-Degree Arrangements in Pn

DocID: 1pubb - View Document

Operator theory / Complex analysis / Differential forms / Partial differential equations / Harmonic analysis / Closed and exact differential forms / Canonical bundle / Logarithmic form / Divisor / Elliptic curve / Differential forms on a Riemann surface / Sobolev spaces for planar domains

Experimental Mathematics, 23:452–464, 2014 C Taylor & Francis Group, LLC Copyright  ISSN: print950X online DOI:

DocID: 1oCVu - View Document

A LOGARITHMIC SOBOLEV FORM OF THE LI-YAU PARABOLIC INEQUALITY D. Bakry, M. Ledoux University of Toulouse, France Abstract. – We present a finite dimensional version of the logarithmic Sobolev inequality for heat kerne

DocID: 1lF3v - View Document

ITERATED PRIMITIVES OF LOGARITHMIC POWERS LUIS A. MEDINA, VICTOR H. MOLL, AND ERIC S. ROWLAND Abstract. The evaluation of iterated primitives of powers of logarithms is expressed in closed form. The expressions contain p

DocID: 1lDY5 - View Document