CHAPTER I. SHEAVES AND ALGEBRAIC TOPOLOGY
Sheaf theory was originally a part of algebraic topology; namely, that part
concerned with studying the various kinds of chain complexes, like the Alexander
complex or the De Rham complex, which involve chains wit
CHAPTER II. SHEAVES AND COMPLEX ANALYSIS
The definition in Leray [2] 1946 of a normal (or continuous) faisceau I immediately suggests looking at the module B assigned to a (closed) point x ~ X .
x
Continuity implies that it is the (direct) limit of the mo
MA 533, Partial Dierential Equations, Fall 2013
The primary goal of this course is to introduce some of basic methods in the
theory of linear partial dierential equations.
Time and Place: 11:00am11:50am, MWF, CB 347.
Instructor: Changyou Wang, Professor o
MATH 533 Final Examination December 9th, 2008
Student Name:
Student Number:
McGill University
Faculty of Science
FINAL EXAMINATION
MATH 533
Regression and Analysis of Variance
December 9th, 2008
9 a.m. - 12 Noon
Calculators are allowed.
One 8.5 11 two-sid
Geometric Invariant Theory
Math 533 - Spring 2011
Zinovy Reichestein
Lecture notes by Pooya Ronagh
Department of mathematics, University of British Columbia
Room 121 - 1984 Mathematics Road, BC, Canada V6T 1Z2
E-mail address: pooya@math.ubc.ca
Preface
3
C