gdenham.math.uwo.ca
Graham DenhamHome page of Graham Denham, Associate Professor, University of Western Ontario
http://gdenham.math.uwo.ca/
Home page of Graham Denham, Associate Professor, University of Western Ontario
http://gdenham.math.uwo.ca/
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Graham Denham | gdenham.math.uwo.ca Reviews
https://gdenham.math.uwo.ca
Home page of Graham Denham, Associate Professor, University of Western Ontario
gdenham.math.uwo.ca
Math 3152
http://gdenham.math.uwo.ca/class/3152
Math 3152b - Combinatorial mathematics. Tu 12:30-1:30, F 1:30-2:30. Peter J. Cameron. 05 course from: Mathematics 2120A/B. Or the former Mathematics 203b, or permission of the Department. Practically speaking, since 2156 is no longer offered, 2155 should be enough. 25 February (in class). April 9th; TH 3154, 2-4:30pm. 40% Final exam; 30% midterm; 30% assignments. The book Introductory Combinatorics. See specific suggestions in the synopsis below.). A week-by-week record of what's going on:. 1-21: generat...
CAAC 2016
http://gdenham.math.uwo.ca/share/CAAC2016/abstracts.html
22-24 January 2016, Western University, London ON. Titles, Abstracts, Slides:. The Antipode of NCSym. Ehrhart Series of Polytopes Related to Symmetric Doubly-Stochastic Matrices. Toric matrix Schubert varieties. A Hopf-algebraic proof of the Shareshian-Wachs conjecture slides. Hard Lefschetz theorem and Hodge-Riemann relations for combinatorial geometries. Equations for loci of commuting nilpotent matrices (work joint with Mats Boij, Leila Khatami, Bart van Steirtegham, and Rui Zhao) slides. A variety of...
Combinatorial Constructions in Topology
http://gdenham.math.uwo.ca/share/PIMS2015/abstracts.html
Combinatorial Constructions in Topology. University of Regina, August 17-21, 2015. Hodge Theory for combinatorial geometries. A conjecture of Read predicts that the coefficients of the chromatic polynomial of any graph form a log-concave sequence. A related conjecture of Welsh predicts that the number of linearly independent subsets of varying sizes form a log-concave sequence for any configuration of vectors in a vector space. Homotopy group actions and group cohomology. Let (G ) be a finite group, in t...
Math 1600b Winter 2016
http://gdenham.math.uwo.ca/class/1600
Math 1600b - Linear Algebra. Math 1600b: Linear Algebra (Winter 2016). Please check this course web page and the exercises page. Tu 12:30-1:30, F 1:30-2:30. M 1:30-2:30, W 9:30-10:30. Instructors' office hours continue as usual in the week of 11-15 April. TA office hours are finished for the semester. There will be review sessions as follows:. Friday April 15th: MC 108 3-4pm. Monday April 18th: MC 105B 3-4pm. Tuesday April 19th: MC 105B 3-4pm. Is a detailed summary of what we did over the semester. It sh...
Graham Denham
http://gdenham.math.uwo.ca/index.html
Associate Professor, Department of Mathematics. I have been in the math department. At the University of Western Ontario since 2002. I received my PhD at the University of Michigan. My mathematical interests fit roughly under a heading of algebraic combinatorics. More precisely, this includes arrangements of hyperplanes and subspaces, combinatorial aspects of rational homotopy theory, and "toric topology.". I have some preprints and publications available here. Fall 2016, Winter 2017:. August 3-7, 2015&#...
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Department of Mathematics :: Members
http://www.math.uwo.ca/members
The University of Western Ontario. Local analytic geometry, singularities, local algebra. Analysis on manifolds, complex geometry, symplectic geometry, automorphic forms, quantization. Algebraic topology, homotopy type theory, derived categories, modular representation theory, mathematical physics, algebraic and scientific computation. Algebraic combinatorics; arrangements of hyperplanes and subspaces; configuration spaces; combinatorial aspects of rational homotopy theory. Mináč, Ján. Associative algebr...
George Gadanidis - Research Ideas
http://researchideas.ca/infinity-Graham-Denham.html
Infinity in my hand. Gr 3: fractions, infinity, limit). Making sums of 10. Gr 3-4: patterning, linear functions). How to fence a pen. Gr 2-4: area, perimeter, optimization). Where parallel lines meet. Gr 2: geometry of a sphere). Gr 2-4: probability with dice). Gr 2, 7: growth patterns, odds, evens). How much is a billion? Gr 3: Fermi questions, social justice). Gr 1-4: growth patterns, slope, linear functions). Math waves around us. Gr 3-4: patterning, trigonometry). Low floor, high ceiling.
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Graham Denham
Associate Professor, Department of Mathematics. I have been in the math department. At the University of Western Ontario since 2002. I received my PhD at the University of Michigan. My mathematical interests fit roughly under a heading of algebraic combinatorics. More precisely, this includes arrangements of hyperplanes and subspaces, combinatorial aspects of rational homotopy theory, and "toric topology.". I have some preprints and publications available here. Fundamental Concepts in Mathematics. A focu...
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