Invitation to Mathematical Optics, Image Modeling and Algorithms (MOIMA), June 20 – 23, 2016, Hanover, Germany


We intend to organize a four-day Symposium on „Mathematical Optics, Image Modeling and Algorithms“ (MOIMA) from June 20 – 23, 2016, near Hanover, Germany.
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J.G. Vargas: Algebraic Quarks from the Tangent Bundle: Methodology


by Jose G. Vargas (Submitted to arxiv on 22 Jul 2015)
Free download from: http://arxiv.org/abs/1508.05123

Abstract: In a previous paper, we developed a table of components of algebraic solutions of a system of equations generated by an inhomogeneous proper-value equation involving K\”ahler’s total angular momentum. This table looks as if it were a representation of real life quarks. Continue reading

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AACA, Contents of Vol. 25, Issue 3


… table of contents alert for Advances in Applied Clifford Algebras. Volume 25 Number 3 is now available online. Please note, that there are further 54 Online First Articles not assigned to an issue.

In this issue (17 articles) Continue reading

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First David Hestenes Prize awarded at AGACSE 2015, July 2015, Barcelona, Spain


The AGACSE 2015 Prize was instituted as the David Hestenes Prize and in its first edition was awarded on 30th of July 2015 to Lei Huang (Academy of Science, Beijing, PR China) Continue reading

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Professor Roy CHISHOLM (1926 – 2015)


Roy died in hospital on Monday 10th August 2015 after a short illness. He was much loved and will be greatly missed. Continue reading

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World second 3D space group video now online!


The world’s second three-dimensional (blue-red color code view) space group video for the tetragonal space group No. 135 (Int. Tables for Crystallography: P4(2)/mbc) showing all screws is now online at:
https://www.youtube.com/watch?v=op4TuLGiQ6k
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Li et al: Three-Dimensional Projective Geometry with Geometric Algebra


Hongbo Li, Lei Huang, Changpeng Shao, Lei Dong (Submitted to arxiv on 11 Jul 2015)

The line geometric model of 3-D projective geometry has the nice property that the Lie algebra sl(4) of 3-D projective transformations is isomorphic to the bivector algebra of CL(3,3), and line geometry is closely related to the classical screw theory for 3-D rigid-body motions. Continue reading

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