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#### 1Geometric Calculus

chapter 2 of the partial New Foundations for Mathematical Physics
6 years ago by @wolftype
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#### 1Grassmann Algebra Book

Some of the things you can do with the GrassmannAlgebra software. You can: * Set up your own space of any dimension and metric. The default is a 3D Euclidean * Work basis-free or with a basis * Declare your own scalar symbols * Declare your own vector symbols: * Apply Grassmann operations. A Grassmann operation is any of: the complement operation and the six product operations: the exterior, regressive, interior, generalized Grassmann, hypercomplex and Clifford products. * Manipulate Grassmann expressions and numbers. A Grassmann expression is either a scalar, a Grassmann variable, or the result of a sequence of Grassmann operations or sums on Grassmann expressions. A Grassmann number is a Grassmann expression expressed as a linear combination of basis elements. * Compute the grade of any Grassmann expression. * Query the attributes of any expression. * Extract components of different types
10 years ago by @draganigajic
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#### 1Articulating Space: Geometric Algebra for Parametric Design -- Symmetry, Kinematics, and Curvature

Media Arts and Technology Program, University of California Santa Barbara, (March 2016)
5 years ago by @wolftype
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#### 1Multivector Methods Website

(Accessed 2015)http://www.iancgbell.clara.net/maths/geodes.htm#A1.
5 years ago by @wolftype
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#### 1Composing Surfaces with Conformal Rotors

Proceedings of Applications of Geometric Algebra in Computer Science and Engineering, page 109-119. Barcelona, (2015)
5 years ago by @wolftype
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#### 1GA Sandbox Homepage

(2006)Accessed online at http://sourceforge.net/projects/gasandbox/.
5 years ago by @wolftype
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#### 1Gaalop - High Performance Parallel Computing Based on Conformal Geometric Algebra.

, , and . Geometric Algebra Computing, Springer, (2010)
5 years ago by @wolftype
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#### 1CluCalc Homepage

(2010)Accessed online at http://www.clucalc.info/.
5 years ago by @wolftype
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#### 1Sympy Geometric Algebra Module Homepage

(2013)Accessed online at http://docs.sympy.org/0.7.0/modules/galgebra/GA/GAsympy.html.
5 years ago by @wolftype
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#### 2An embedded, FPGA-based computer graphics coprocessor with native geometric algebra support

Integration, the \VLSI\ Journal 42 (3): 346 - 355 (2009)Special Section on \DCIS2006\.
5 years ago by @wolftype
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#### 1The Gaalet Homepage

(2010)Accessed online at http://sourceforge.net/projects/gaalet/.
5 years ago by @wolftype
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, , and . (2001)Accessed online at http://www.science.uva.nl/research/ias/ga/gaigen/content_gaigen.html.
5 years ago by @wolftype
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#### 1Gravity, gauge theories and geometric algebra

, , and . Philosophical Transactions of the Royal Society of London A: Mathematical, Physical and Engineering Sciences 356 (1737): 487--582 (1998)
5 years ago by @wolftype
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#### 2Three-Dimensional Projective Geometry with Geometric Algebra.

, , , and . CoRR (2015)
5 years ago by @wolftype
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#### 1A Clifford Algebraic Framework for Coxeter Group Theoretic Computations

Advances in Applied Clifford Algebras 24 (1): 89-108 (2014)
5 years ago by @wolftype
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#### 1Universal Geometric Algebra

SIMON STEVIN, A Quarterly Journal of Pure and Applied Mathematics (September 1988)
5 years ago by @wolftype
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#### 1A Treatise on Universal Algebra: With Applications ..

A Treatise on Universal Algebra: With Applications The University Press, (1898)
5 years ago by @wolftype
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#### 1Inverse Kinematics: a review of existing techniques and introduction of a new fast iterative solver

CUED/F-INFENG/TR-632. Cambridge University Engineering Department, (2009)
5 years ago by @wolftype
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#### 1Space-Time Algebra

Gordon and Breach, New York, (1966)
5 years ago by @wolftype
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#### 1Geometric Algebra for Pose Estimation and Surface Morphing in Human Motion Estimation

, and . Combinatorial Image Analysis, volume 3322 of Lecture Notes in Computer Science, Springer Berlin Heidelberg, (2005)
5 years ago by @wolftype
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#### 1Object modelling and motion analysis using Clifford algebra

Proceedings of Europe-China Workshop on Geometric Modeling and Invariants for Computer Vision, Ed. Roger Mohr and Wu Chengke, page 143--149. (1995)
5 years ago by @wolftype
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#### 1Robot Perception and Action Using Conformal Geometric Algebra

Handbook of Geometric Computing, Springer Berlin Heidelberg, (2005)
5 years ago by @wolftype
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