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The [http://www.predictivestatmech.org/code/galg.py Multivector] class implements geometric algebra using Python's operator overloading. It works with minimal space for any number of spatial dimensions, since it's not based on the matrix / spinor representation of Clifford algebra. Instead, it takes the basis blade approach recommended by Dorst, Fondijne, and Mann [http://www.geometricalgebra.net]. It's really just as easy as ordering all the basis vectors, and keeping track of the commutator (+/- <math>\hat 1</math>).
 
The [http://www.predictivestatmech.org/code/galg.py Multivector] class implements geometric algebra using Python's operator overloading. It works with minimal space for any number of spatial dimensions, since it's not based on the matrix / spinor representation of Clifford algebra. Instead, it takes the basis blade approach recommended by Dorst, Fondijne, and Mann [http://www.geometricalgebra.net]. It's really just as easy as ordering all the basis vectors, and keeping track of the commutator (+/- <math>\hat 1</math>).
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== Code Humor ==
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Put this into your makefile:
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<source lang=bash>
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Clint\ Eastwood: myday
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echo "I feel great!"
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</source>

Revision as of 00:51, 26 June 2013

Python Libraries

Geometric Algebra

The Multivector class implements geometric algebra using Python's operator overloading. It works with minimal space for any number of spatial dimensions, since it's not based on the matrix / spinor representation of Clifford algebra. Instead, it takes the basis blade approach recommended by Dorst, Fondijne, and Mann [1]. It's really just as easy as ordering all the basis vectors, and keeping track of the commutator (+/- <math>\hat 1</math>).

Code Humor

Put this into your makefile: <source lang=bash> Clint\ Eastwood: myday echo "I feel great!" </source>