References in zbMATH (referenced in 21 articles )

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  1. Dechant, Pierre-Philippe: Clifford algebra is the natural framework for root systems and Coxeter groups. group theory: Coxeter, conformal and modular groups (2017)
  2. Dechant, Pierre-Philippe: The $E_8$ geometry from a Clifford perspective (2017)
  3. Franchini, Silvia; Gentile, Antonio; Sorbello, Filippo; Vassallo, Giorgio; Vitabile, Salvatore: Embedded coprocessors for native execution of geometric algebra operations (2017)
  4. Hildenbrand, D.; Albert, J.; Charrier, P.; Steinmetz, Chr.: Geometric algebra computing for heterogeneous systems (2017)
  5. Tingelstad, Lars; Egeland, Olav: Automatic multivector differentiation and optimization (2017)
  6. Ahmad Hosney Awad Eid: Optimized Automatic Code Generation for Geometric Algebra Based Algorithms with Ray Tracing Application (2016) arXiv
  7. Ma, Sha; Shi, Zhiping; Shao, Zhenzhou; Guan, Yong; Li, Liming; Li, Yongdong: Higher-order logic formalization of conformal geometric algebra and its application in verifying a robotic manipulation algorithm (2016)
  8. Benger, Werner; Heinzl, René; Hildenbrand, Dietmar; Weinkauf, Tino; Theisel, Holger; Tschumperlé, David: Differential methods for multi-dimensional visual data analysis (2015)
  9. Rodríguez-Andrade, M.A.; Aragón-González, G.; Aragón, J.L.; Gómez-Rodríguez, A.; Romeu, D.: The coincidence site lattices in 2D hexagonal lattices using Clifford algebra (2015)
  10. Charrier, Patrick; Klimek, Mariusz; Steinmetz, Christian; Hildenbrand, Dietmar: Geometric algebra enhanced precompiler for C++, OpenCL and Mathematica’s OpenCLLink (2014)
  11. Dechant, Pierre-Philippe: A Clifford algebraic framework for Coxeter group theoretic computations. (2014)
  12. Fuchs, Laurent; Théry, Laurent: Implementing geometric algebra products with binary trees (2014)
  13. González-Jiménez, L.; Carbajal-Espinosa, O.; Loukianov, A.; Bayro-Corrochano, E.: Robust pose control of robot manipulators using conformal geometric algebra (2014)
  14. Dechant, Pierre-Philippe: Clifford algebra unveils a surprising geometric significance of quaternionic root systems of Coxeter groups (2013)
  15. Hildenbrand, Dietmar: Foundations of geometric algebra computing. (2013)
  16. Hitzer, Eckhard; Ichikawa, Daisuke: Representation of crystallographic subperiodic groups in Clifford’s geometric algebra. (2013)
  17. Hitzer, Eckhard; Nitta, Tohru; Kuroe, Yasuaki: Applications of Clifford’s geometric algebra (2013)
  18. Franchini, Silvia; Gentile, Antonio; Sorbello, Filippo; Vassallo, Giorgio; Vitabile, Salvatore: Fixed-size quadruples for a new, hardware-oriented representation of the 4D Clifford algebra (2011)
  19. Hitzer, Eckhard M.S.; Perwass, Christian; Ichikawa, Daisuke: Interactive 3D space group visualization with CLUCalc and crystallographic subperiodic groups in geometric algebra (2010)
  20. Hitzer, Eckhard; Perwass, Christian: Interactive 3D space group visualization with CLUCalc and the Clifford geometric algebra description of space groups. (2010)

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