Brosnan, Patrick - Department of Mathematics, University of British Columbia

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Brosnan, Patrick - Department of Mathematics, University of British Columbia

A Generalization of the Neron Models of Green, Griffiths and Kerr
SINGULARITIES OF ADMISSIBLE NORMAL FUNCTIONS (WITH AN APPENDIX BY NAJMUDDIN FAKHRUDDIN)
THE ESSENTIAL DIMENSION OF A g-DIMENSIONAL COMPLEX ABELIAN VARIETY IS 2g
MATROIDS, MOTIVES AND A CONJECTURE OF PRAKASH BELKALE AND PATRICK BROSNAN
A SHORT PROOF OF ROST NILPOTENCE VIA REFINED CORRESPONDENCES
ON MOTIVIC DECOMPOSITIONS ARISING FROM THE METHOD OF BIALYNICKI-BIRULA
THE ZERO LOCUS OF AN ADMISSIBLE NORMAL PATRICK BROSNAN AND GREGORY J. PEARLSTEIN
ESSENTIAL DIMENSION OF MODULI OF CURVES AND OTHER ALGEBRAIC STACKS
THE LOCUS OF HODGE CLASSES IN AN ADMISSIBLE VARIATION OF MIXED HODGE STRUCTURE
Math 200 Outline date description description
STEENROD OPERATIONS IN CHOW THEORY PATRICK BROSNAN
08w5106 Hodge Theory Arriving Sunday, April 6 and departing Friday, April 11, 2008
ESSENTIAL DIMENSION OF ABELIAN VARIETIES OVER NUMBER FIELDS
INTEGRATION The goal of integration is to define the integral
COHOMOLOGY OPERATIONS AND INVERTING THE MOTIVIC BOTT ELEMENT PATRICK BROSNAN AND ROY JOSHUA
Introduction Multizeta values and Periods
Center of Mass and Moments be a region with density (x, y) at a point (x, y) D. We often call D a lamina.
ON THE ALGEBRAICITY OF THE ZERO LOCUS OF AN ADMISSIBLE NORMAL FUNCTION
ESSENTIAL DIMENSION, SPINOR GROUPS, AND QUADRATIC FORMS
ZERO LOCI OF ADMISSIBLE NORMAL FUNCTIONS WITH TORSION SINGULARITIES
Compact Metric Spaces Math 321-2010-W2
PERIODS AND IGUSA LOCAL ZETA FUNCTIONS PRAKASH BELKALE AND PATRICK BROSNAN
Introduction Admissible variations
Z:\Tracking Forms\View Exams\2010-11\10W T1 view exam-form.doc December 2010 The University of British Columbia