2 citations · 2 across the 7 of their papers we have counts for
7 papers
Classification of quasi-affine Generalized Dynkin Diagrams with Rank and Rank
Zhengtang Tan, Shouchuan Zhang
All quasi-affine connected Generalized Dynkin Diagram with rank and are found. All quasi-affine Nichols (Lie braided) algebras with rank and are also found.
Classification of quasi-affine Generalized Dynkin Diagrams with Rank
Zhengtang Tan, Shouchuan Zhang
All quasi-affine connected Generalized Dynkin Diagrams with rank are found. All quasi-affine Nichols (Lie braided) algebras with rank are also found.
Classification of quasi-affine Generalized Dynkin Diagrams with Rank
Zhengtang Tan, Shouchuan Zhang
All quasi-affine connected Generalized Dynkin Diagram with rank are found. All quasi-affine Nichols (Lie braided) algebras with rank are also found.
Nichols algebras over classical Weyl groups
Zhengtang Tan, Weicai Wu, Shouchuan Zhang
We show that except in several cases conjugacy classes of classical Weyl groups and are of type {\rm D}. We prove that except in three cases Nichols algebras of i…
Quantum Theory in Design
Zhengtang Tan, Shouchuan Zhang
In this paper, we use braiding diagrams to present rules of shapes and designs. That is, we design colour, design size, design brightness, design codes by means of braiding.
Nichols algebras over classical Weyl groups, Fomin-Kirillov algebras and Lyndon basis
Shouchuan Zhang, Weicai Wu, Zhengtang Tan +1
We show that except in several cases conjugacy classes of classical Weyl groups and are of type {\rm D}. We prove that except in three cases Nichols algebras of i…
Classification of quasi-affine Generalized Dynkin Diagrams with Rank
Zhengtang Tan, Shouchuan Zhang
All quasi-affine connected Generalized Dynkin Diagram with rank are found. All quasi-affine Nichols (Lie braided) algebras with rank are also found.