C. Castro: N-ary Algebras, Branes, Polyvector Gauge Theor. in Noncomm. Clifford Spaces

On n-ary Algebras, Branes and Polyvector Gauge Theories in Noncommutative Clifford Spaces

by Carlos Castro
Center for Theoretical Studies of Physical Systems
Clark Atlanta University, Atlanta, GA. 30314; perelmanc@hotmail.com
Submitted to the Journal of Math Phys
September 2009

Abstract
Polyvector-valued gauge field theories in noncommutative Clifford spaces are presented.

C. Castro: Polyvector-valued Gauge Field Theories in Clifford Spaces

Polyvector-valued Gauge Field Theories and Quantum Mechanics in Noncommutative Clifford Spaces

by Carlos Castro
Center for Theoretical Studies of Physical Systems
Clark Atlanta University, Atlanta, GA. 30314; perelmanc_at_hotmail.com
submitted to the IJMPA
August 2009

Abstract
The basic ideas and results behind polyvector-valued gauge field theories and Quantum Mechanics in Noncommutative Clifford spaces are presented. The construction of Noncommutative Clifford-space gravity as polyvector-valued gauge theories of twisted diffeomorphisms in Clifford spaces would require quantum Hopf algebraic deformations of Clifford algebras.

Download: http://www.scribd.com/doc/19490585/Gauge-Theories-in-Noncommutative-Clifford-Spaces-

Source: Mon. 7 Sept. 2009, Carlos Castro (czarlosromanov_at_yahoo.com)

ICNAAM 2009‏ – New deadlines: 5+18 Sep. 2009

ICNAAM 2009‏
From: IeCCS (ieccs@uop.gr)
Sent: Wednesday, August 12, 2009 4:39:12 AM
To:

Dear Colleagues,

C. Castro: p-Branes and Diff. in p+1 Dim.

p-Branes as Antisymmetric Nonabelian Tensorial Gauge Field Theories of Diffeomorphisms in p + 1 dimensions

by Carlos Castro
Department of Physics
Texas Southern University, Houston, Texas. 77004
submitted to the Journal of Mathematical Physics,
August, 2009

Abstract
Long ago, Bergshoeff, Sezgin, Tanni and Townsend have shown

Gresnigt: Relativistic Physics in Cl(1,3)

Title:	Relativistic Physics in the Clifford Algebra Cℓ(1, 3)
Authors:	Gresnigt, Niels Gijsbertus
Issue Date:	2009
Abstract:	There is growing evidence that the Clifford algebra Cℓ(1, 3) is the appropriate mathematical structure to formulate physical theories. The geometries of 3-space and spacetime are naturally reflected in the algebras Cℓ(0, 3) and Cℓ(1, 3) respectively.

AACA, Contents of Vol. 19 (2)

Springer Monday, July 20

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New Issue Alert (relevant parts)
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Dear Eckhard Hitzer,

We are pleased to deliver your requested table of contents alert
for Advances in Applied Clifford Algebras.

Slides+Photos: Cliff. Algs. and Lie Groups for multidim. image proc., 2-3 July 2009, France

Online Slides and photos of:
Workshop on Clifford Algebras and Lie Groups for multidimensional image processing,
2-3 July 2009, University of La Rochelle, France

The slides and photos of the Workshop on Clifford Algebras and Lie Groups for multidimensional image processing are now available online for viewing and download:

C. Castro: Clifford Space Geom. – Pioneer and Flyby Anomalies

The Clifford Space Geometry behind the Pioneer and Flyby Anomalies

by Carlos Castro
Department of Physics
Texas Southern University, Houston, Texas. 77004
June, 2009

Abstract
It is rigorously shown how the Extended Relativity Theory in Clifford spaces (C-spaces) can explain the variable radial dependence a_p(r) of the Pioneer anomaly;

Book: Quat., Boundary Value Probl., Dbar Formalism

NEW BOOK:  Quaternions, Boundary Value Problems and the Dbar Formalism
by Dimitrios Pinotsis

This monograph studies an important generalisation of the Cauchy integral formula, called the Dbar formula.

Workshop: Cliff. Algs. and Lie Groups for multidim. image proc., 2-3 July 2009, France

Workshop on Clifford Algebras and Lie Groups for multidimensional image processing

Website:
http://mia.univ-larochelle.fr/content/view/109/5/