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- University of Groningen New Spacetime Superalgebras and Their
- D-Branes and the Non-Commutative Structure of Quantum Space Time
- Spacetime Algebra of Dirac Spinors
- Gravitation with Cosmological Term, Expansion of the Universe As Uniform Acceleration in Clifford Coordinates
- States and Operators in the Spacetime Algebra
- Applications of Geometric Algebra in Electromagnetism, Quantum Theory and Gravity
- Maxwell-Dirac
- Arxiv:0804.3341V2 [Hep-Th]
- Two Dimensional String Theory and the Topological Torus
- Pos(Regio2020)008 ∗ 푎,푐, and Alexandre Gurchumelia 푎,푏 [email protected], [email protected] Speaker ∗ Iv
- Spinors in Spacetime Algebra and Euclidean 4-Space
- Entropy, Decoherence and Spacetime Splitting
- 2-Spinors, Twistors and Supersymmetry in the Spacetime Algebra
- Algebra of Complex Vectors and Applications in Electromagnetic Theory and Quantum Mechanics
- Applications of Clifford's Geometric Algebra
- Geometric Algebra, Spacetime Physics and Gravitation
- Imaginary Numbers Are Not Real — the Geometric Algebra of Spacetime
- Spacetime Algebra and Electron Physics
- Quantum Gravity in Three Dimensions from Higher-Spin Holography
- Geometric Algebra As a Unifying Language for Physics and Engineering and Its Use in the Study of Gravity
- Quantum Gravity in the Fano Plane
- The Spacetime Algebra Approach to Massive Classical Electrodynamics
- A Survey of Geometric Algebra and Geometric Calculus C
- A New Language for Physics
- Associative Space-Time Sedenions and Their Application in Relativistic Quantum Mechanics and Field Theory
- The Design of Linear Algebra and Geometry
- Geometric Algebra and Information Geometry for Quantum
- Quantum Gravity, Field Theory and Signatures of Noncommutative Spacetime
- The Physics of Rotating Cylindrical Strings
- Arxiv:Quant-Ph/0509178V1 26 Sep 2005
- Algebra of Complex Vectors and Applications in Electromagnetic Theory and Quantum Mechanics
- Towards an Approach to Hilbert's Sixth Problem
- "Κ- Minkowski Spacetime: Mathematical Formalism and Applications in Planck Scale Physics"
- On Jordan-Clifford Algebras, Three Fermion Generations
- Unconventional SUSY and Conventional Physics: a Pedagogical Review
- Geometric Algebra As a Unifying Language for Physics and Engineering and Its Use in the Study of Gravity
- Geometric Algebra and Information Geometry for Quantum Computational Software
- Explicit Baker–Campbell–Hausdorff–Dynkin Formula for Spacetime Via