A.Chakrabarti

collaborators

2 papers

math.QA2004

Aspects of a new class of braid matrices: roots of unity and hyperelliptic $q$ for triangularity, L-algebra,link-invariants, noncommutative spaces

A. Chakrabarti

Various properties of a class of braid matrices, presented before, are studied considering $N^{2} \times N^{2} (N = 3, 4, ...)$ vector representations for two subclasses. For $q = 1$ the mat…

math.QA2004

A nested sequence of projectors and corresponding braid matrices $R^(θ)$ : (1) Odd dimensions

A. Chakrabarti

A basis of $N^{2}$ projectors, each an $N^{2} \times N^{2}$ matrix with constant elements, is implemented to construct a class of braid matrices $R^(θ)$ , $θ$ being the spectral pa…

Aspects of a new class of braid matrices: roots of unity and hyperelliptic q for triangularity, L-algebra,link-invariants, noncommutative spaces

A nested sequence of projectors and corresponding braid matrices R^(θ): (1) Odd dimensions

Aspects of a new class of braid matrices: roots of unity and hyperelliptic $q$ for triangularity, L-algebra,link-invariants, noncommutative spaces

A nested sequence of projectors and corresponding braid matrices $R^(θ)$ : (1) Odd dimensions