Showing 1 - 16 results of 16 for search '"quantum groups"', query time: 0.10s Refine Results
  1. 1
    Subgroups of quantum groups

    Subgroups of quantum groups by Christodoulou, G

    Published 2015
    “…<p>In this thesis we investigate the notion of a subgroup of a quantum group. We suggest a general definition, which takes into account the work that has been done for quantum homogeneous spaces. …”
    Thesis
  2. 2
    Example of solvable quantum groups and their representations

    Example of solvable quantum groups and their representations by Roth, Calvin L. (Calvin Lee)

    Published 2005
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    Thesis
  3. 3
    On representations of quantum groups and Cherednik algebras

    On representations of quantum groups and Cherednik algebras by Balagović, Martina

    Published 2012
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    Thesis
  4. 4
    Quantum groups at q=0, a Tannakian reconstruction theorem for IndBanach spaces, and analytic analogues of quantum groups

    Quantum groups at q=0, a Tannakian reconstruction theorem for IndBanach spaces, and analytic analogues of quantum groups by Smith, C

    Published 2018
    Subjects:
    Thesis
  5. 5
    Quantum toroidal algebras, quantum affine algebras, and their representation theory

    Quantum toroidal algebras, quantum affine algebras, and their representation theory by Laurie, D

    Published 2024
    Subjects: “…Representations of quantum groups…”
    Thesis
  6. 6
    Affine Springer fibers and the representation theory of small quantum groups and related algebras

    Affine Springer fibers and the representation theory of small quantum groups and related algebras by Boixeda Alvarez, Pablo.

    Published 2020
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    Thesis
  7. 7
    Modules over affine lie algebras at critical level and quantum groups by Qian Lin.

    Modules over affine lie algebras at critical level and quantum groups by Qian Lin. by Lin, Qian, Ph. D. Massachusetts Institute of Technology

    Published 2010
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    Thesis
  8. 8
    Group theoretic quantisation on spheres and quantum hall effect

    Group theoretic quantisation on spheres and quantum hall effect by Ahmed, Bouketir

    Published 2000
    Subjects:
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    Thesis
  9. 9
    Representation of quantum algebras arising from non-compact quantum groups : quantum orbit method and super-tensor products

    Representation of quantum algebras arising from non-compact quantum groups : quantum orbit method and super-tensor products by Korogodski, Leonid I

    Published 2007
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    Thesis
  10. 10
    Quantum intertwiners and integrable systems

    Quantum intertwiners and integrable systems by Sun, Yi, Ph. D. Massachusetts Institute of Technology

    Published 2016
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    Thesis
  11. 11
    Braided Hopf algebras, double constructions, and applications

    Braided Hopf algebras, double constructions, and applications by Laugwitz, R

    Published 2015
    “…</p> <p><em>Chapter 4 :</em> Quantum groups can be understood as braided Drinfeld doubles over the group algebra of a lattice. …”
    Thesis
  12. 12
    Categorical bialgebras arising from 2-Segal spaces

    Categorical bialgebras arising from 2-Segal spaces by Penney, M

    Published 2017
    “…</p> <p>A rich source of bialgebraic structures, including the (positive part of) quantum groups, are the <em>Hall algebras</em> of finitary abelian categories. …”
    Thesis
  13. 13
    Combinatorial aspects of total positivity

    Combinatorial aspects of total positivity by Williams, Lauren Kiyomi

    Published 2006
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    Thesis
  14. 14
    Performance improvement through optimal location and sizing of distributed generation / Zuhaila Mat Yasin

    Performance improvement through optimal location and sizing of distributed generation / Zuhaila Mat Yasin by Mat Yasin, Zuhaila

    Published 2014
    “…The concept of Quantum-Inspired is implemented according to three levels namely quantum individuals, quantum groups and quantum global in order to accelerate the convergence time of the EP. …”
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    Thesis
  15. 15
    Deformed heisenberg group for a particle on noncommutative spaces via canonical group quantization and extension

    Deformed heisenberg group for a particle on noncommutative spaces via canonical group quantization and extension by Umar, Mohd Faudzi

    Published 2020
    “…Both can be achieved through the contraction procedure on SU(2)q;p quantum group. The study also continues to develop (q; p)-extended Heisenberg quantum group from the previous result. …”
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    Thesis
  16. 16
    Affine quantum algebras, Weyl groups and constructible functions

    Affine quantum algebras, Weyl groups and constructible functions by McGerty, Kevin (Kevin Rory), 1975-

    Published 2005
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    Thesis

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