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Jane Ye awarded CMS Krieger-Nelson prize

University of Victoria professor Jane J. Ye is the recipient of the 2015 Krieger-Nelson Prize for her outstanding research contributions. Jane’s research includes optimization, optimal control theory and variational analysis, and its application in economics, engineering, management science, operations research and statistics. She has published over 70 articles and her work has been cited in almost 700 articles.

 Jane Ye

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Florin Diacu awarded the Crawford Prize

Please join the Department of Mathematics and Statistics with congratulating Florin Diacu, the winner of the J.D. Crawford Prize for 2015. This prize is given biennially "for recent outstanding work on a topic in nonlinear science, as evidenced by a publication in English in a peer-reviewed journal" and will be awarded at the SIAM Dynamical Systems meeting in May. The paper for which Florin was nominated is: Relative equilibria in the 3-dimensional curved n-body problem, Memoirs of the American Mathematical Society, 228, 1071 (2013), pp. 1-81.

Florin Diacu

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Solved exam sales Mar 30-Apr 8

WHAT: SIGMAS is selling SOLVED exams to undergrads (we have exams for most 1st and 2nd year math and stats courses, and some 3rd year courses)
WHEN:  Mon  March 30, 12:00-2:00
             Tues March 31, 12:00-2:00
             Wed April 1, 12:00-2:00
             Thur  April 2, 12:00-2:00
             Tues April 7, 12:00-2:00
             Wed April 8, 12:00-2:00
WHERE: In the alcove of the second floor of the David Turpin Building, just outside the Math Assistance Centre (DTB A202)
ALSO:  For additional information, please direct students to the SIGMAS web site: http://www.math.uvic.ca/~sigmas/.

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Eigenvalues, Determinants, and Distribution of Rank: Towards Taussky Unification

PIMS Distinguished Speaker Shaun Fallat from the University of Regina will be giving a talk on the topic of Eigenvalues, Determinants, and Distribution of Rank: Towards Taussky Unification in Cornett A225 on Wednesday, April 1 between 3:30-4:40pm.

Read more about Eigenvalues, Determinants, and Distribution of Rank: Towards Taussky Unification.

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