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  1. Proceedings - Mathematical Sciences
  2. Proceedings - Mathematical Sciences : Volume 127
  3. Proceedings - Mathematical Sciences : Volume 127, Issue 1, February 2017
  4. Quantum quaternion spheres
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Proceedings - Mathematical Sciences : Volume 127
Proceedings - Mathematical Sciences : Volume 127, Issue 3, June 2017
Proceedings - Mathematical Sciences : Volume 127, Issue 2, April 2017
Proceedings - Mathematical Sciences : Volume 127, Issue 1, February 2017
Invariant generalized ideal classes – structure theorems for p-class groups in p-extensions
Primes of the form x $^{ 2 }$ + d y $^{ 2 }$ with x ≡ 0(mod N) or y ≡ 0(mod N)
Some irreducibility and indecomposability results for truncated binomial polynomials of small degree
Projections of Veronese surface and morphisms from projective plane to Grassmannian
Approximation of quadrilaterals by rational quadrilaterals in the plane
Commutators with idempotent values on multilinear polynomials in prime rings
Palindromic widths of nilpotent and wreath products
Isometric multipliers of a vector valued Beurling algebra on a discrete semigroup
On Pimsner–Popa bases
Quantum quaternion spheres
Weak convergence of the past and future of Brownian motion given the present
A variational approach to estimate incompressible fluid flows
Proceedings - Mathematical Sciences : Volume 126
Proceedings - Mathematical Sciences : Volume 125
Proceedings - Mathematical Sciences : Volume 124
Proceedings - Mathematical Sciences : Volume 123
Proceedings - Mathematical Sciences : Volume 122
Proceedings - Mathematical Sciences : Volume 121
Proceedings - Mathematical Sciences : Volume 120
Proceedings - Mathematical Sciences : Volume 119
Proceedings - Mathematical Sciences : Volume 118
Proceedings - Mathematical Sciences : Volume 117
Proceedings - Mathematical Sciences : Volume 116
Proceedings - Mathematical Sciences : Volume 115
Proceedings - Mathematical Sciences : Volume 114
Proceedings - Mathematical Sciences : Volume 113
Proceedings - Mathematical Sciences : Volume 112
Proceedings - Mathematical Sciences : Volume 111
Proceedings - Mathematical Sciences : Volume 110
Proceedings - Mathematical Sciences : Volume 109
Proceedings - Mathematical Sciences : Volume 108
Proceedings - Mathematical Sciences : Volume 107

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Quantum quaternion spheres

Content Provider Springer Nature Link
Author SAURABH, BIPUL
Copyright Year 2017
Abstract For the quantum symplectic group SP $_{ q }$(2n), we describe the C $^{∗}$-algebra of continuous functions on the quotient space S P $_{ q }$(2n)/S P $_{ q }$(2n−2) as an universal C $^{∗}$-algebra given by a finite set of generators and relations. The proof involves a careful analysis of the relations, and use of the branching rules for representations of the symplectic group due to Zhelobenko. We then exhibit a set of generators of the K-groups of this C $^{∗}$-algebra in terms of generators of the C $^{∗}$-algebra.
Starting Page 133
Ending Page 164
Page Count 32
File Format PDF
ISSN 02534142
Journal Proceedings - Mathematical Sciences
Volume Number 127
Issue Number 1
e-ISSN 09737685
Language English
Publisher Springer India
Publisher Date 2017-01-06
Publisher Institution Indian Academy of Sciences
Publisher Place New Delhi
Access Restriction One Nation One Subscription (ONOS)
Subject Keyword Quantum group symplectic group universal C $^{∗}$-algebra. Mathematics
Content Type Text
Resource Type Article
Subject Mathematics
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