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Browsing Repositorio Ciencias by Author "Keller, J."

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Browsing Repositorio Ciencias by Author "Keller, J."

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  • Multivectorial representation of Lie groups
    Keller, J.; Rodríguez-Romo, S. (2011-08-07)
    In vector spaces of dimension n=p+q a multivector (Clifford) algebra C(p, q) can be constructed. In this paper a multivector C(p, q) representation, riot restricted to the bivector subalgebra C2(p, q), is developed for ...
  • Multivectorial representation of Lie groups
    Keller, J.; Rodríguez-Romo, S. (2011-08-07)
    In vector spaces of dimension n=p+q a multivector (Clifford) algebra C(p, q) can be constructed. In this paper a multivector C(p, q) representation, riot restricted to the bivector subalgebra C2(p, q), is developed for ...
  • Multivectorial representation of Lie groups
    Keller, J.; Rodríguez-Romo, S. (2011-08-07)
    In vector spaces of dimension n=p+q a multivector (Clifford) algebra C(p, q) can be constructed. In this paper a multivector C(p, q) representation, riot restricted to the bivector subalgebra C2(p, q), is developed for ...
  • Multivectorial representation of Lie groups
    Keller, J.; Rodríguez-Romo, S. (2011-11-04)
    In vector spaces of dimension n=p+q a multivector (Clifford) algebra C(p, q) can be constructed. In this paper a multivector C(p, q) representation, riot restricted to the bivector subalgebra C2(p, q), is developed for ...
  • Multivectorial representation of Lie groups
    Keller, J.; Rodríguez-Romo, S. (2011-11-03)
    In vector spaces of dimension n=p+q a multivector (Clifford) algebra C(p, q) can be constructed. In this paper a multivector C(p, q) representation, riot restricted to the bivector subalgebra C2(p, q), is developed for ...
  • Multivectorial representation of Lie groups
    Keller, J.; Rodríguez-Romo, S. (2011-11-03)
    In vector spaces of dimension n=p+q a multivector (Clifford) algebra C(p, q) can be constructed. In this paper a multivector C(p, q) representation, riot restricted to the bivector subalgebra C2(p, q), is developed for ...
  • Multivectorial representation of Lie groups
    Keller, J.; Rodríguez-Romo, S. (2011-11-03)
    In vector spaces of dimension n=p+q a multivector (Clifford) algebra C(p, q) can be constructed. In this paper a multivector C(p, q) representation, riot restricted to the bivector subalgebra C2(p, q), is developed for ...

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