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安娜·斯托克(Anna Stokke)

安娜·斯托克(Anna Stokke)Title:数学教授
Phone:204.786.9059
Office:6L24
Building:洛克哈特大厅
电子邮件:a.stokke@uwinnipeg.ca

Degrees:

Ph.D. in Mathematics, University of Alberta
M.Sc. in Mathematics, University of Manitoba
B.Sc. in Mathematics, Brandon University

安娜·斯托克博士的网站

Biography:

Dr. Anna Stokke grew up in Manitoba and received a Ph.D. in mathematics from the University of Alberta. Her research area is in algebra (group representation theory) and algebraic combinatorics. She has supervised numerous students in undergraduate research positions since she started working at the University of Winnipeg.

Dr. Stokke is also an advocate for strong math education for Canadian children; she has given over 100 media interviews on the topic and has written numerous editorials for both local and national newspapers. She co-founded an advocacy group WISE Math and is President and co-founder of the non-profit organization, Archimedes Math Schools.

Awards:

3M国家教学奖学金奖2021
Clifford J. Robson Memorial Award for Teaching Excellence2021
PIMS Education Prize2017
Clarence Atchison Award for Excellence in Community Service2015
YMCA-YWCA杰出妇女奖2015

Affiliations:

数学教授, University of Winnipeg

Research Interests:

代表理论,代数组合学。

Dr. Stokke currently holds an NSERC Discovery Grant, which allows her to support students in research positions. Contact her to learn about research opportunities.

出版物:

A. Patel, H. Patel and A. Stokke, Orthosymplectic Cauchy identities,Ann. Comb.,published online Jan. 23, 2022.

A. Stokke, An orthosymplectic Pieri rule, Electron. J. Comb. 25 (3) (2018), Paper #P3.37.

A. Stokke and T. Visentin, Lattice path constructions for orthosymplectic determinantal formulas, European J. Combin. 48 (2016), 38-51.

T. Pressey, A. Stokke and T. Visentin, Increasing tableaux, Narayana numbers and an instance of the cyclic sieving phenomenon,Annals of Combinatorics, Ann. Comb. 20 (2016), 609-621.

A. Stokke,全球水晶基碱和Q-Schur代数,代数杂志and its Applications14 (8) (Oct. 2015), 1-21.

A. Stokke,What to do about Canada's declining math scores,C.D。豪研究所评论,2015年5月。

M. Bennett, B. Madill and A. Stokke, Jeu-de-taquin promotion and a cyclic sieving phenomenon for semistandard hook tableaux,Discrete Mathematics319 (2014), 62-67.

P. Campbell and A. Stokke, On the orthogonal tableaux of Koike and Terada,Annals of Combinatorics17 (2013), 443-453.

P. Campbell and A. Stokke, Hook-content formulae for symplectic and orthogonal groups,Canadian Mathematics Bulletin55 (2012), 462-473.

G. Cliff and A. Stokke, Codeterminants and q-Schur algebras,Algebras and Representation Theory13 (2010), 43-60.

O. Oellermann, C. Pawluck and A. Stokke, The metric dimension of Cayley digraphs of abelian groups,Ars Combinatoria81(2006),97-111。

D. Janzen, S. Phillips and A. Stokke, A combinatorial description of the quantum Desarmenien matrix via the q-Schur algebra,代数杂志304 (2006), 906-926.

G. Cliff and A. Stokke, Codeterminants for the symplectic Schur algebra,Journal of the London Mathematical Society, 72 (2005), 585-608.

A·斯托克Desa的量子版本rmenien matrix,代数杂志ic Combinatorics22 (2005), 303-316.

A. Stokke,一种符号Desarmenien矩阵和符号Weyl模块的标准基础,代数杂志272 (2004), 512-529.

G. Cliff和A. Stokke,确定了不可还原的GL(N,K)模型,剑桥哲学社会的数学论文集136 (2004), no. 1, 119-137.

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