Abstract. The braid group representations associated with the eight-dimensional representa-tion of B, and six-dimensional representation of A, , including the quantum Lie algebra connected with the latter, are explicitly calculated. 1
In the present paper, we study structural aspects of certain quotients of braid groups and virtual b...
We begin by recalling some basic definitions from Lie algebra theory to motivate our subsequent tran...
The quantum double construction is applied to the group algebra of a finite group. Such algebras are...
SIGLEAvailable from British Library Document Supply Centre- DSC:9106.16(CU-DAMTP--91-06) / BLDSC - B...
We introduce a representation theory of q-Lie algebras defined earlier in [DG1], [DG2], formulated i...
It is well known that braid groups act naturally on (powers of) objects of a braided monoidal catego...
AbstractIt is well known that braid groups act naturally on (powers of) objects of a braided monoida...
To understand what a braid group is, it is easiest to visualize a braid. Con-sider n strands, all pa...
We give a complete classification of simple representations of the braid group B3 with dimension ≤ 5...
SIGLEAvailable from British Library Document Supply Centre- DSC:9106.16(DAMTP--93-4) / BLDSC - Briti...
We give a complete classification of simple representations of the braid group B3 with dimension ≤ 5...
Abstract. We investigate the braid group representations arising from cate-gories of representations...
AbstractThe classical identities between theq-binomial coefficients and factorials can be generalize...
Abstract. A new quantum group is derived from a 'nonstandard ' braid group representation ...
Unitary representations of the braid group and corresponding link polynomials are constructed corres...
In the present paper, we study structural aspects of certain quotients of braid groups and virtual b...
We begin by recalling some basic definitions from Lie algebra theory to motivate our subsequent tran...
The quantum double construction is applied to the group algebra of a finite group. Such algebras are...
SIGLEAvailable from British Library Document Supply Centre- DSC:9106.16(CU-DAMTP--91-06) / BLDSC - B...
We introduce a representation theory of q-Lie algebras defined earlier in [DG1], [DG2], formulated i...
It is well known that braid groups act naturally on (powers of) objects of a braided monoidal catego...
AbstractIt is well known that braid groups act naturally on (powers of) objects of a braided monoida...
To understand what a braid group is, it is easiest to visualize a braid. Con-sider n strands, all pa...
We give a complete classification of simple representations of the braid group B3 with dimension ≤ 5...
SIGLEAvailable from British Library Document Supply Centre- DSC:9106.16(DAMTP--93-4) / BLDSC - Briti...
We give a complete classification of simple representations of the braid group B3 with dimension ≤ 5...
Abstract. We investigate the braid group representations arising from cate-gories of representations...
AbstractThe classical identities between theq-binomial coefficients and factorials can be generalize...
Abstract. A new quantum group is derived from a 'nonstandard ' braid group representation ...
Unitary representations of the braid group and corresponding link polynomials are constructed corres...
In the present paper, we study structural aspects of certain quotients of braid groups and virtual b...
We begin by recalling some basic definitions from Lie algebra theory to motivate our subsequent tran...
The quantum double construction is applied to the group algebra of a finite group. Such algebras are...