AbstractWe construct certain completely prime Dixmier algebras which are overrings of primitive factors of quantum sl(2). As in the classical case, these algebras are parametrized by infinitesimal characters corresponding to the half-integers. We also show that all completely prime Dixmier algebras for quantum sl(2) are essentially isomorphic to the algebras we have constructed
Within the quantum function algebra F_q[SL_2], we study the subset \cal{F}_q[SL_2] - introduced in [...
Within the quantum function algebra F_q[SL_2], we study the subset \cal{F}_q[SL_2] - introduced in [...
Within the quantum function algebra F_q[SL_2], we study the subset \cal{F}_q[SL_2] - introduced in [...
AbstractWe construct certain completely prime Dixmier algebras which are overrings of primitive fact...
AbstractThis paper is a quantum version of Pranata (J. Algebra 145 (1992) 263). We construct and cla...
AbstractLet Uq(sl2) be the quantized enveloping algebra associated to the simple Lie algebra sl2. In...
27 pagesWe classify the cosemisimple Hopf algebras whose corepresentation semi-ring is isomorphic to...
Abstract. We study the algebra Uζ obtained via Lusztig’s ‘integral ’ form [Lu 1, 2] of the generic q...
This book consists of an expanded set of lectures on algebraic aspects of quantum groups, concentrat...
Ringel CM. Hall algebras and quantum groups. Inventiones mathematicae. 1990;101(1):583-591
For the algebra $A$ in the title, its prime, primitive and maximal spectra are classified. The group...
AbstractThis paper is a quantum version of Pranata (J. Algebra 145 (1992) 263). We construct and cla...
(so3) is demonstrated. The approach presented here is successful in other cases of quantum algebras ...
We define and compare, by model-theoretical methods, some exponentiations over the quantum algebra U...
We define and compare, by model-theoretical methods, some exponentiations over the quantum algebra U...
Within the quantum function algebra F_q[SL_2], we study the subset \cal{F}_q[SL_2] - introduced in [...
Within the quantum function algebra F_q[SL_2], we study the subset \cal{F}_q[SL_2] - introduced in [...
Within the quantum function algebra F_q[SL_2], we study the subset \cal{F}_q[SL_2] - introduced in [...
AbstractWe construct certain completely prime Dixmier algebras which are overrings of primitive fact...
AbstractThis paper is a quantum version of Pranata (J. Algebra 145 (1992) 263). We construct and cla...
AbstractLet Uq(sl2) be the quantized enveloping algebra associated to the simple Lie algebra sl2. In...
27 pagesWe classify the cosemisimple Hopf algebras whose corepresentation semi-ring is isomorphic to...
Abstract. We study the algebra Uζ obtained via Lusztig’s ‘integral ’ form [Lu 1, 2] of the generic q...
This book consists of an expanded set of lectures on algebraic aspects of quantum groups, concentrat...
Ringel CM. Hall algebras and quantum groups. Inventiones mathematicae. 1990;101(1):583-591
For the algebra $A$ in the title, its prime, primitive and maximal spectra are classified. The group...
AbstractThis paper is a quantum version of Pranata (J. Algebra 145 (1992) 263). We construct and cla...
(so3) is demonstrated. The approach presented here is successful in other cases of quantum algebras ...
We define and compare, by model-theoretical methods, some exponentiations over the quantum algebra U...
We define and compare, by model-theoretical methods, some exponentiations over the quantum algebra U...
Within the quantum function algebra F_q[SL_2], we study the subset \cal{F}_q[SL_2] - introduced in [...
Within the quantum function algebra F_q[SL_2], we study the subset \cal{F}_q[SL_2] - introduced in [...
Within the quantum function algebra F_q[SL_2], we study the subset \cal{F}_q[SL_2] - introduced in [...
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