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Yee, Wai Ling - Department of Mathematics and Statistics, University of Windsor
University of Windsor Mathematics Contest Practice Problems Principle of Inclusion-Exclusion and Pigeonhole Principle
POINTWISE ESTIMATES OF THE SIZE OF CHARACTERS OF COMPACT LIE GROUPS
REPRESENTATION THEORY An Electronic Journal of the American Mathematical Society
2007 International Tournament of the Towns Junior O Level Paper
2007 International Tournament of the Towns Senior O Level Paper
LIST OF PUBLICATIONS: WAI LING YEE (1) Signatures of Invariant Hermitian Forms on Irreducible Highest Weight Modules
Number Theory Practice Problems 1) i. ABC is divisible by 2 C is even.
MATH 62-498/598-26 Algebraic and Differential Geometry Fall 2008
Inclusion-Exclusion 4.1 The Principle of Inclusion-Exclusion
MATH 62-498-15/523 Lie Algebras and Representation Theory Winter 2010
RESEARCH STATEMENT: WAI LING YEE My research interests are in representation theory: specifically, the unitarizability of representations of
1. T A is tangent to the circle. Prove that for all choices of secant T BC, the bisector of AT C cuts an isosceles triangle AXY from ABC.
Number Theory Here are some definitions to know
Fermat's Little Theorem and Chinese Remainder Theorem Solutions a divides b: a|b
LIST OF PUBLICATIONS: WAI LING YEE (1) Signatures of Invariant Hermitian Forms on Irreducible Highest Weight Modules
THE SINGULARITY OF ORBITAL MEASURES ON COMPACT LIE GROUPS KATHRYN E. HARE AND WAI LING YEE
Combinatorics 1. On a circle n points are selected and the chords joining them in pairs are drawn.
Student Medical Certificate 1 Faculty of SCIENCE
MATH 62-498/530 General Topology Fall 2007
University of Windsor Undergraduate Mathematics Contest: October 16, 2007
University of Windsor Mathematics Practice Problems Solutions 1. The function f has the property that for each real number x,
2007 International Tournament of the Towns Junior O Level Paper
2007 International Tournament of the Towns Senior O Level Paper
International Mathematics TOURNAMENT OF THE TOWNS
University of Windsor Mathematics Contest Practice Problems Principle of Inclusion-Exclusion and Pigeonhole Principle
Mathematics 62-498/523: Lie Algebras and Representation Theory Instructor: Dr. Wai Ling Yee
RESEARCH STATEMENT: WAI LING YEE My research interests are in representation theory: specifically, the unitarizability of representations of
Number Theory: Quadratic Reciprocity (1) Prove for odd primes p that -3
MATH 62-420/520 Group Theory Winter 2008