The following pages link to Quantum spheres (Q1096859):
Displaying 50 items.
- Translation map in quantum principal bundles (Q2565050) (← links)
- A local index formula for the quantum sphere (Q2571114) (← links)
- A quantum homogeneous space of nilpotent matrices. (Q2571645) (← links)
- Geometry of quantum spheres (Q2575591) (← links)
- Examples of non-compact quantum group actions (Q2637943) (← links)
- Quantization of the Poisson SU(2) and its Poisson homogeneous space - the 2-sphere (Q2640212) (← links)
- An algebraic framework for noncommutative bundles with homogeneous fibres (Q2656321) (← links)
- Batalin-Vilkovisky algebra structures on Hochschild cohomology of generalized Weyl algebras (Q2689744) (← links)
- Quantum groups -- algebra, analysis and category theory. Abstracts from the workshop held September 12--18, 2021 (hybrid meeting) (Q2693025) (← links)
- Representations of quantum Lorentz group on Gelfand spaces. (Q2705582) (← links)
- Geometry of the tangent space on the quantum hyperboloid (Q2719721) (← links)
- The structure of quantum spheres (Q2731925) (← links)
- Quantum groups and noncommutative geometry (Q2738028) (← links)
- Complex geometry of quantum cones (Q2812670) (← links)
- The Moyal sphere (Q2836119) (← links)
- A residue formula for the fundamental Hochschild class on the Podleś sphere. (Q2874239) (← links)
- Equivariant and holomorphic bundles on the quantum projective line (Q2911913) (← links)
- Fibre product approach to index pairings for the generic Hopf fibration of SU<i><sub>q</sub></i>(2) (Q3002213) (← links)
- FROM<i>C</i><sup>*</sup>-ALGEBRA EXTENSIONS TO COMPACT QUANTUM METRIC SPACES, QUANTUM SU(2), PODLEŚ SPHERES AND OTHER EXAMPLES (Q3011594) (← links)
- q -deformation of z→(αz+β)/(γz+δ) (Q3024121) (← links)
- Comodules and Corings (Q3053863) (← links)
- THE 3D SPIN GEOMETRY OF THE QUANTUM TWO-SPHERE (Q3056444) (← links)
- Representation theory of (modified) reflection equation algebra of $GL(m|n)$ type (Q3079247) (← links)
- CALCULI, HODGE OPERATORS AND LAPLACIANS ON A QUANTUM HOPF FIBRATION (Q3087526) (← links)
- Quantum symmetries on noncommutative complex spheres with partial commutation relations (Q3122074) (← links)
- Coorbits of Quantum Homogeneous Spaces (Q3430276) (← links)
- Quantum spheres for OSpq(1∕2) (Q3438648) (← links)
- INTERNAL SPACE FOR THE NONCOMMUTATIVE GEOMETRY STANDARD MODEL AND STRINGS (Q3442777) (← links)
- JORDANIAN QUANTUM SPHERES (Q3508291) (← links)
- Twisted Dirac operators over quantum spheres (Q3544679) (← links)
- Quantum spaces without group structure (Q3566671) (← links)
- ON QUANTUM SEMIGROUP ACTIONS ON FINITE QUANTUM SPACES (Q3643571) (← links)
- Quantum line bundles on <i>S</i>2 and method of orbits for SU<i>q</i>(2) (Q4201725) (← links)
- Coherent states for the quantum complex plane (Q4203207) (← links)
- A family of quantum projective spaces and related $q$-hypergeometric orthogonal polynomials (Q4211101) (← links)
- Introduction to Quantum Groups (Q4221343) (← links)
- Coalgebra extensions and algebra coextensions of galois type (Q4236942) (← links)
- PATH INTEGRAL QUANTIZATION OF THE SYMPLECTIC LEAVES OF THE SU(2)* POISSON–LIE GROUP (Q4261891) (← links)
- Representations of the quantum algebra su<i>q</i>(2) on a real two-dimensional sphere (Q4276816) (← links)
- New deformed boson algebra (Q4317973) (← links)
- Extended reflection equation algebras, the braid group on a handlebody, and associated link polynomials (Q4327240) (← links)
- Representations of 𝒰<i>h</i> <b>(</b>𝔰𝔲<i>(N)</i> <b>)</b> derived from quantum flag manifolds (Q4338366) (← links)
- Geometry of Quantum Principal Bundles II (Q4363833) (← links)
- DERIVATIONS WITH QUANTUM GROUP ACTION (Q4531136) (← links)
- AdS Poisson homogeneous spaces and Drinfel’d doubles (Q4588402) (← links)
- Fermions, loop quantum gravity and geometry (Q4607859) (← links)
- Shifts of group-like projections and contractive idempotent functionals for locally compact quantum groups (Q4644395) (← links)
- (Q4823145) (← links)
- Unbraiding the braided tensor product (Q4832944) (← links)
- (Q4863730) (← links)
