Results 11 to 20 of about 579 (182)
Momento, 1990 El algebra de Clifford (o algebra geometrical como lenguaje unificado para matemáticos y físicos ha adquirido auge en los últimos años y David Hestenes ha sido uno de sus grandes impulsores con trabajos de datan desde los años 60.
María Carolina Spinel G.
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On Parallelizing the Clifford Algebra Product for CLIFFORD [PDF]
Advances in Applied Clifford Algebras, 2014 paper accepted for presentation @ AGACSE12, La ...
Ablamowicz, Rafal, Fauser, Bertfried
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Euclidean Clifford algebra [PDF]
Advances in Applied Clifford Algebras, 2001 Latex accent in author(s) was introduced Latex commands in abstract were ...
Fernández, V. V. +2 more
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Advances in Applied Clifford Algebras, 2000 LaTeX2e, 28 pages, 3 ...
Heckenberger, I., Schüler, A.
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Advances in Applied Clifford Algebras, 2001 In this paper we introduce the concept of metric Clifford algebra $\mathcal{C\ell}(V,g)$ for a $n$-dimensional real vector space $V$ endowed with a metric extensor $g$ whose signature is $(p,q)$, with $p+q=n$. The metric Clifford product on $\mathcal{C\ell}(V,g)$ appears as a well-defined \emph{deformation}(induced by $g$) of an euclidean Clifford ...
Fernández, V. V. +2 more
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Partitions and Clifford algebras
European Journal of Combinatorics, 2008 Given the set $[n]$ = {1,...,$n$} for positive integer $n$, combinatorial properties of Clifford algebras are exploited to count partitions and non-overlapping partitions of . The result is recovery of Stirling numbers of the second kind, Bell numbers, and Bessel numbers.
René Schott, G. Stacey Staples
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Clifford Algebra with Mathematica [PDF]
, 2008 The Clifford algebra of a n-dimensional Euclidean vector space provides a general language comprising vectors, complex numbers, quaternions, Grassman algebra, Pauli and Dirac matrices. In this work, we present an introduction to the main ideas of Clifford algebra, with the main goal to develop a package for Clifford algebra calculations for the ...
Aragon-Camarasa, G. +3 more
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Graded Skew Clifford Algebras That Are Twists of Graded Clifford Algebras [PDF]
Communications in Algebra, 2014 7 ...
Nafari, Manizheh, Vancliff, Michaela
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Journal of Pure and Applied Algebra, 2019 We introduce a generalization, called a skew Clifford algebra, of a Clifford algebra, and relate these new algebras to the notion of graded skew Clifford algebra that was defined in 2010. In particular, we examine homogenizations of skew Clifford algebras, and determine which skew Clifford algebras can be homogenized to create Artin-Schelter regular ...
Cassidy, Thomas, Vancliff, Michaela
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