R. Gade

activity

19992015

most citedThe

U_{q} (s l^(2/1))_{1}

-module

V (Λ_{2})

and a Corner Transfer Matrix at q=0

3 citations · 5 across the 4 of their papers we have counts for

collaborators

4 papers

nlin.SI2015

Intertwiners of $U_{q}^{'} (s l (2))$ -representations and the vector-valued big $q$ -Jacobi transform

R. M. Gade

Linear operators $R$ are introduced on tensor products of evaluation modules of $U_{q}^{'} (s l (2))$ obtained from the complementary and strange series representations…

nlin.SI2004★ 2 cited

An integrable $U_{q} (g l^(2∣2))_{1}$ -Model: Corner Transfer Matrices and Young Skew Diagrams

R. M. Gade

The path space of an inhomogeneous vertex model constructed from the vector representation of $U_{q} (g l (2∣2))$ and its dual is studied for various choices of composite vert…

nlin.SI2003★ 3 cited

The $U_{q} (s l^(2/1))_{1}$ -module $V (Λ_{2})$ and a Corner Transfer Matrix at q=0

R. M. Gade

The north-west corner transfer matrix of an inhomogeneous integrable vertex model constructed from the vector representation of $U_{q} (s l (2/1))$ and its dual is investigate…

cond-mat.mes-hall1999

An integrable model for the integer quantum Hall transition I: The vertex model

R. M. Gade

In this study, an integrable vertex model based on the quantum affine superalgebra $U_{q} (g l^(2∣2))$ is constructed. The model is characterized by a particular assignm…

Intertwiners of Uq′​(sl(2))-representations and the vector-valued big q-Jacobi transform

An integrable Uq​(gl^​(2∣2))1​-Model: Corner Transfer Matrices and Young Skew Diagrams

The Uq​(sl^(2/1))1​-module V(Λ2​) and a Corner Transfer Matrix at q=0

An integrable model for the integer quantum Hall transition I: The vertex model

Intertwiners of $U_{q}^{'} (s l (2))$ -representations and the vector-valued big $q$ -Jacobi transform

An integrable $U_{q} (g l^(2∣2))_{1}$ -Model: Corner Transfer Matrices and Young Skew Diagrams

The $U_{q} (s l^(2/1))_{1}$ -module $V (Λ_{2})$ and a Corner Transfer Matrix at q=0