activity
20182020
most citedLearning Symmetry Consistent Deep CNNs for Face Completion

2 citations · 2 across the 1 of their papers we have counts for

collaborators

6 papers

math.RA2020

McKay Matrices for Finite-dimensional Hopf Algebras

Georgia Benkart, Rekha Biswal, Ellen Kirkman +2

For a finite-dimensional Hopf algebra , the McKay matrix of an -module encodes the relations for tensoring the simple -modules with . We prove results about t…

math.RT2019

Transitioning between tableaux and spider bases for Specht modules

Mee Seong Im, Jieru Zhu

Regarding the Specht modules associated to the two-row partition , we provide a combinatorial path model to study the transitioning matrix from the tableau basis to the $A_1…

math.RT2019

Quasi-split symmetric pairs of and their Schur algebras

Yiqiang Li, Jieru Zhu

We establish explicit isomorphisms of two seemingly-different algebras, and their Schur algebras, arising from the centralizers of two different type B Weyl group actions in Schur-…

math.RT2019

Two Boundary Centralizer Algebras for

Jieru Zhu

We define the degenerate two boundary affine Hecke-Clifford algebra , and show it admits a well-defined -linear action on the tensor space $M\otimes…

cs.CV20182 cited

Learning Symmetry Consistent Deep CNNs for Face Completion

Xiaoming Li, Ming Liu, Jieru Zhu +4

Deep convolutional networks (CNNs) have achieved great success in face completion to generate plausible facial structures. These methods, however, are limited in maintaining global…

math.RT2018

Two Boundary Centralizer Algebras for

Jieru Zhu

We define an action of the degenerate two boundary braid algebra on the -vector space , where and are arbitrary…