Brian D. Boe

发表

Geometry of the Jantzen region in Lusztig's conjecture

Brian D. Boe, 2001, Math. Comput..

Ext^1-quivers for the Witt algebra W(1,1)

Brian D. Boe, Emilie Wiesner, D. Nakano, 2008, 0805.2313.

Category $\mathcal O$ for the Virasoro algebra: Cohomology and Koszulity

Brian D. Boe, Emilie Wiesner, D. Nakano, 2007, math/0701644.

CATEGORY O FOR THE VIRASORO ALGEBRA: COHOMOLOGY AND KOSZULITY

Brian D. Boe, Emilie Wiesner, D. Nakano, 2008 .

Homomorphisms between generalized Verma modules

Brian D. Boe, 1985 .

Tensor Triangular Geometry for Quantum Groups

Brian D. Boe, J. Kujawa, D. Nakano, 2017, 1702.01289.

Tensor Triangular Geometry for Classical Lie Superalgebras

Brian D. Boe, J. Kujawa, D. Nakano, 2014, 1402.3732.

Pieri formula for SO2n + 1Un and SpnUn

Brian D. Boe, H. Hiller, 1986 .

Representation type of the blocks of category Os

Brian D. Boe, D. Nakano, 2005 .

Complexity and support varieties for type $P$ Lie superalgebras

Brian D. Boe, J. Kujawa, 2020, Mathematical Research Letters.

Complexity for modules over the classical Lie superalgebra $\Xmathfrak {gl}(m|n)$

Brian D. Boe, J. Kujawa, D. Nakano, 2011, Compositio Mathematica.

COMPOSITIO MATHEMATICA Complexity for modules over the classical Lie superalgebra gl ( m | n )

Brian D. Boe, J. Kujawa, 2012 .

Complexity and Module Varieties for Classical Lie Superalgebras

Brian D. Boe, J. Kujawa, D. Nakano, 2009, 0905.2403.

Cohomology and support varieties for Lie superalgebras II

Brian D. Boe, J. Kujawa, D. Nakano, 2007, 0708.3191.

Cohomology and Support Varieties for Lie Superalgebras

Brian D. Boe, J. Kujawa, D. Nakano, 2006, math/0609363.

Support varieties for Weyl modules over bad primes

Brian D. Boe, D. Benson, J. Kujawa, 2007 .

Varieties of nilpotent elements for simple Lie algebras I:Good primes

Brian D. Boe, D. Benson, D. Nakano, 2004 .

Cohomology of quantum groups: An analog of Kostant's Theorem

Brian D. Boe, Wenjing Li, Jaeho Shin, 2008, 0809.0838.

Kostant Modules in Blocks of Category 𝒪 S

Brian D. Boe, M. Hunziker, 2009 .

Intertwining operators between holomorphically induced modules.

Brian D. Boe, D. Collingwood, 1986 .

Kazhdan-Lusztig polynomials for Hermitian symmetric spaces

Brian D. Boe, 1988 .

A comparison theory for the structure of induced represen-tations

Brian D. Boe, D. Collingwood, David H. Collingwood, 1985 .

Multiplicity free categories of highest weight representations

Brian D. Boe, D. Collingwood, David H. Collingwood, 1990 .

Determination of the intertwining operators for holomorphically induced representations of Hermitian symmetric pairs

Brian D. Boe, T. Enright, B. Shelton, 1988 .

Kostant modules in blocks of category ${\mathcal O}_S$

Brian D. Boe, M. Hunziker, 2006, math/0604336.

Characteristic Cycles in Hermitian Symmetric Spaces

Brian D. Boe, Joseph H. G. Fu, 1997, Canadian Journal of Mathematics.

A lookup conjecture for rational smoothness

Brian D. Boe, W. Graham, 2003 .

Bounding the Dimensions of Rational Cohomology Groups

Brian D. Boe, D. Nakano, C. Bendel, 2013, 1303.2752.

First cohomology for finite groups of Lie type: simple modules with small dominant weights

Brian D. Boe, D. Nguyen, Wenjing Li, 2010, 1010.1203.

Second cohomology for finite groups of Lie type

Brian D. Boe, Wenjing Li, D. Nakano, 2011, 1110.0228.

Enright-Shelton Theory and Vogan's Problem for Generalized Principal Series

Brian D. Boe, David H. Collingwood, 1993 .

A multiplicity one theorem for holomorphically induced representations

Brian D. Boe, David H. Collingwood, 1986 .

Multiplicity free catrgories of highest weight representations II

Brian D. Boe, David H. Collingwood, 1990 .

A comparison theory for the structure of induced representations II

Brian D. Boe, David H. Collingwood, 1985 .

Extensions for Generalized Current Algebras

Brian D. Boe, D. Nakano, C. Drupieski, 2015, 1511.00024.