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Feature Stories Archives | Page 25 of 72 | Scripps College Newswww.scrippscollege.edu › news › features › page

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For Scripps alumna Johanna Hennig '09, graduating with a BA in mathematics was not enough. This spring she earned her PhD in math at the University of ...

Seminar in Algebra, Lie Theory, and Geometrymath.jacobs-university.de › events

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Feb 21, 13:45, Johanna Hennig University of California, San Diego, and Jacobs University Bremen, Locally Finite-Dimensional Lie Algebras in Positive ...

Johanna Hennig at University of Alberta - RateMyProfessors.com

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Johanna Hennig is a professor in the Mathematics Statistics department at University of Alberta - see what their students are saying about them or leave a rating ...

Johanna Hennig - The Mathematics Genealogy Project

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Johanna Hennig. MathSciNet. Ph.D. University of California, San Diego UnitedStates. Dissertation: Locally finite dimensional Lie algebras. Mathematics ...

[PDF] Johanna Hennig - University of California San Diegomathweb.ucsd.edu › ~fft › hennig

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Johanna Hennig. UCSD. What is a Superalgebra. Abstract: Inspired by Prof. Jeff Rabin's talk “What is a Supermanifold?” we will discuss the analogous ...

Workshop on Hecke Algebras and Lie Theorywww.fields.utoronto.ca › activities › Hecke

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Thorsten Heidersdorf, The Ohio State University ; Johanna Hennig, University of Alberta ; Bogdan Ion, University of Pittsburgh ; Erhard Neher, University of Ottawa.

Jon Sensenig - University of Pennsylvanialinkedin.com

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Johanna Hennig. Senior Research Scientist and Mathematician. San Diego, CA · Cordelia Neisinger. Data Scientist at OfferUp. Bellevue, WA · Margo Schwartz.

math.jacobs-university.de

Johanna Hennig (Spring 2014, visiting from UC San Diego) MSc students: Alexandru Sava ( ) © Prof. Ivan Penkov, Site last edited on: Aug

Path algebras of quivers and representations of locally finite Lie...

www.fields.utoronto.ca

Johanna Hennig, University of Alberta. Date and Time: Saturday, May 14, :30pm to 4:00pm. Abstract: This is joint work with S. Sierra. We explore the (noncommutative) geometry of representations of locally finite Lie algebras. Let L be one of these Lie algebras, and let I ⊆ U(L) be the annihilator of a locally simple ...

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