math.RT Representation Theory arXiv submissions

Abstracts of math.RT (Representation Theory) papers in tweeted daily as embedded images. Click to enlarge. Unaffiliated to ArXiv.

[math.QA Quantum Algebra arXiv submissions @arXiv_math_QA]

https://t.co/5bB3aoBnua
M Ueda
An Example of Homomorphisms from the Guay's affine Yangians to
non-rectangular $W$-algebras

[math.QA Quantum Algebra arXiv submissions @arXiv_math_QA]

https://t.co/5bB3aoBnua
M Ueda
An Example of Homomorphisms from the Guay's affine Yangians to
non-rectangular $W$-algebras

[math.AT Algebraic Topology arXiv submissions @arXiv_math_AT]

https://t.co/Sc1OtCZpCK
R M Kaufmann, M Monaco
Plethysm Products, Element and Plus Constructions

[math.RT Representation Theory arXiv submissions @arXiv_math_RT]

https://t.co/K9z6lz41zg
P Arote, M Mishra
Duality Involution and Jordan decomposition of characters

[math.RT Representation Theory arXiv submissions @arXiv_math_RT]

https://t.co/eeM20yQYPA
M Niestijl
Generalized Positive Energy Representations of Groups of Jets

[math.RT Representation Theory arXiv submissions @arXiv_math_RT]

https://t.co/TRZ5gsCIB7
J Gruber
Tensor ideals for quantum groups via minimal tilting complexes

[math.RT Representation Theory arXiv submissions @arXiv_math_RT]

https://t.co/TRZ5gsCIB7
J Gruber
Tensor ideals for quantum groups via minimal tilting complexes

[math.QA Quantum Algebra arXiv submissions @arXiv_math_QA]

https://t.co/V9ZzrarMeB
E Frenkel, D Hernandez
Weyl group symmetry of q-characters

[math.RT Representation Theory arXiv submissions @arXiv_math_RT]

https://t.co/BtvMBf8P9R
S Shang
The ${\mathbb Z}_2$-graded dimensions of the free Jordan superalgebra
$J(D_1|D_2)

[math.RT Representation Theory arXiv submissions @arXiv_math_RT]

https://t.co/BtvMBf8P9R
S Shang
The ${\mathbb Z}_2$-graded dimensions of the free Jordan superalgebra
$J(D_1|D_2)

[math.RT Representation Theory arXiv submissions @arXiv_math_RT]

https://t.co/4zjiTAA0XD
G Lehrer, M Lyu
Generalised Temperley-Lieb algebras of type $G(r,p,n)

[math.RT Representation Theory arXiv submissions @arXiv_math_RT]

https://t.co/UAI2Hp7RPD
G R Stolowicz
Complex hyperbolic representations of SL2(R)

[math.RT Representation Theory arXiv submissions @arXiv_math_RT]

https://t.co/UAI2HoQOND
G R Stolowicz
Complex hyperbolic representations of SL2(R)

[math.CO Combinatorics arXiv submissions @arXiv_math_CO]

https://t.co/znagYZxQXf
L Farrell et. al.
Mixed Dimer Configuration Model in Type $D$ Cluster Algebras II: Beyond
the Acyclic Case

[math.RT Representation Theory arXiv submissions @arXiv_math_RT]

https://t.co/ezwhtvtEBQ
Y Gyoda
Lattice structure in cluster algebra of finite type and non-simply-laced
Ingalls-Thomas bijection

[math.CO Combinatorics arXiv submissions @arXiv_math_CO]

https://t.co/znagYZxj7H
L Farrell et. al.
Mixed Dimer Configuration Model in Type $D$ Cluster Algebras II: Beyond
the Acyclic Case

[math.AG Algebraic Geometry daily arXiv submissions @arXiv_math_AG]

https://t.co/Ing1wBl0PB
A Demleitner
The Classification of Hyperelliptic Groups in Dimension 4

[math.RT Representation Theory arXiv submissions @arXiv_math_RT]

https://t.co/zpSnDMT0cE
J Zhang, Y Sun
Left-right symmetry of finite delooping level

[math.RT Representation Theory arXiv submissions @arXiv_math_RT]

https://t.co/9Fkn1aK8Er
Z Fan et. al.
Young wall model for the crystal $B(Λ_0)$ of $U_{q}(D_4^{(3)})

[math.RT Representation Theory arXiv submissions @arXiv_math_RT]

https://t.co/Yy3hFc2p63
J Hu, L Shi
Proof of the Center Conjectures for the cyclotomic Hecke and KLR
algebras of type $A