Queering the Romantic Heroine: Where Her Power Lies by Katherine E. Lynch, Ruth E. Sternglantz, Len Barot

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Spherical D̳-modules and representations of reductive lie groups by Bien, Frédéric Vincent

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Representations of classical Lie groups and quantized free convolution by Bufetov, Alexey, Gorin, Vadim

“…We study the decompositions into irreducible components of tensor products and restrictions of irreducible representations for all series of classical Lie groups as the rank of the group goes to infinity. …”
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Dirac operators and the very strange formula for Lie superalgebras by Frajria, Pierluigi Möseneder, Papi, Paolo, Kac, Victor

“…Using a super-affine version of Kostant’s cubic Dirac operator, we prove a very strange formula for quadratic finite-dimensional Lie superalgebras with a reductive even subalgebra.…”
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Positive definite distributions on semi-simple Lie groups, by Barker, William Henry

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Computation of cohomology of Lie conformal and Poisson vertex algebras by Bakalov, Bojko, De Sole, Alberto, Kac, Victor G

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Normal forms of nilpotent elements in semisimple Lie algebras by Jibladze, Mamuka, Kac, Victor G

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Representations of semisimple Lie groups and an enveloping algebra decomposition. by Lepowsky, J. (James)

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Learning Visual Flows: A Lie Algebraic Approach by Lin, Dahua, Grimson, Eric, Fisher, John W., III

“…Moreover, we discuss the intrinsic connections between the Lie algebra and the Linear dynamical processes, showing that our model induces spatially varying fields that can be estimated from local motions without continuous tracking. …”
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What lies beneath? : a defense of categorical humility by Robichaud, Christopher J

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Classification of simple linearly compact n-Lie superalgebras by Cantarini, Nicoletta, Kac, Victor

“…We classify simple linearly compact n-Lie superalgebras with n > 2 over a field F of characteristic 0. …”
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Averages over classical Lie groups, twisted by characters by Dehaye, P

Ethnography as Fiction - or the lies we tell one another by Zeitlyn, D

POSITIVE SEMIGROUPS GENERATED BY ELLIPTIC-OPERATORS ON LIE-GROUPS by Arendt, W, Batty, C, Robinson, D

Groups of Lie type as products of SL2 subgroups by Liebeck, M, Nikolov, N, Shalev, A

“…We prove that apart from the Suzuki groups, every finite simple group of Lie type of rank r over a field of q elements can be written as a product of C(r) subgroups isomorphic to SL2(q) or PSL2(q), where C(r) is a quadratic function. …”

The non-projective part of the Lie module for the symmetric group by Erdmann, K, Tan, K

Lies, Manipulation and Elections-Controlling False Campaign Statements by Rowbottom, J

Divergence in lattices in semisimple Lie groups and graphs of groups by Drutu, C, Mozes, S, Sapir, M

“…On the other hand, we conjecture that lattices in semi-simple Lie groups of higher rank always have linear divergence. …”

Braided Lie bialgebras associated to Kac-Moody algebras by Grabowski, J

A NILPOTENT QUOTIENT ALGORITHM FOR GRADED LIE-RINGS by Havas, G, Newman, M, Vaughanlee, M