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
L. Couturat. Translated by Donald Rutherford and R. Timothy Monroe,, (1901 / 2012)Accessed online at http://philosophyfaculty.ucsd.edu/faculty/rutherford/Leibniz/couturatcontents.php.
H. Li, L. Dong, C. Shao, und L. Huang. Proceedings of the conference on Applied Geometric Algebra in Computer Science and Engineering, Seite 195-204. (2015)
J. Lasenby, S. Gamage, und M. Ringer. Algebraic Frames for the Perception-Action Cycle, Volume 1888 von Lecture Notes in Computer Science, Springer Berlin Heidelberg, (2000)
A. Lasenby, C. Doran, und S. Gull. (2004)cite arxiv:gr-qc/0405033Comment: 112 pages, 6 figures. Published in Phil. Trans. R. Soc. Lond. A 356, 487-582 (1998). Revised version with some corrections and improvements.
S. Buchholz, E. Hitzer, und K. Tachibana. IN: PROC. JOINT 4TH INTERNATIONAL CONFERENCE ON SOFT COMPUTING AND INTELLIGENT SYSTEMS AND 9TH INTERNATIONAL SYMPOSIUM ON ADVANCED INTELLIGENT SYSTEMS (SCIS AND ISIS 2008, (2008)
F. McRobie, und J. Lasenby. IUTAM-IASS Symposium on Deployable Structures: Theory and Applications, Volume 80 von Solid Mechanics and Its Applications, Springer Netherlands, (2000)