All Stories

  1. Determinant, Characteristic Polynomial, and Inverse in Commutative Analogues of Clifford Algebras
  2. On Unitary Groups in Ternary and Generalized Clifford Algebras
  3. On Rank of Multivectors in Geometric Algebras
  4. Calculation of spin group elements revisited
  5. Generalized Degenerate Clifford and Lipschitz Groups
  6. On Multidimensional Dirac–Hestenes Equation in Geometric Algebra
  7. On SU(3) in Ternary Clifford Algebra
  8. On SVD and Polar Decomposition in Real and Complexified Clifford Algebras
  9. On Some Lie Groups in Degenerate Geometric Algebras
  10. On Singular Value Decomposition and Polar Decomposition in Geometric Algebras
  11. Development of the Method of Averaging in Clifford Geometric Algebras
  12. Classification of all constant solutions of SU(2) Yang–Mills equations with arbitrary current in pseudo-Euclidean space ℝp,q
  13. Noncommutative Vieta theorem in Clifford geometric algebras
  14. On Noncommutative Vieta Theorem in Geometric Algebras
  15. Basis-Free Formulas for Characteristic Polynomial Coefficients in Geometric Algebras
  16. On generalization of Lipschitz groups and spin groups
  17. Hyperbolic Singular Value Decomposition in the Study of Yang–Mills and Yang–Mills–Proca Equations
  18. On solutions of the Yang-Mills equations in the algebra of h-forms
  19. Basis-free Solution to Sylvester Equation in Clifford Algebra of Arbitrary Dimension
  20. A note on the hyperbolic singular value decomposition without hyperexchange matrices
  21. On computing the determinant, other characteristic polynomial coefficients, and inverse in Clifford algebras of arbitrary dimension
  22. On Inner Automorphisms Preserving Fixed Subspaces of Clifford Algebras
  23. A note on subspaces of fixed grades in Clifford algebras
  24. On Explicit Formulas for Characteristic Polynomial Coefficients in Geometric Algebras
  25. On Some Equations Modeling the Yang–Mills Equations
  26. On constant solutions of SU(2) Yang-Mills equations with arbitrary current in Euclidean space ℝn
  27. On Basis-Free Solution to Sylvester Equation in Geometric Algebra
  28. Calculation of Elements of Spin Groups Using Method of Averaging in Clifford’s Geometric Algebra
  29. Covariantly Constant Solutions of the Yang–Mills Equations
  30. Clifford Algebras and Their Applications to Lie Groups and Spinors
  31. Classification of Lie algebras of specific type in complexified Clifford algebras
  32. General Solutions of One Class of Field Equations
  33. Constant Solutions of Yang-Mills Equations and Generalized Proca Equations
  34. On Some Lie Groups Containing Spin Group in Clifford Algebra
  35. Method of Averaging in Clifford Algebras
  36. Свертки по рангам и кватернионным типам в алгебрах Клиффорда
  37. Symplectic, Orthogonal and Linear Lie Groups in Clifford Algebra
  38. Calculation of Elements of Spin Groups Using Generalized Pauli’s Theorem
  39. Pauli theorem in the description of n-dimensional spinors in the Clifford algebra formalism
  40. Extension of Pauli’s theorem to Clifford algebras
  41. Development of the Method of Quaternion Typification of Clifford Algebra Elements
  42. Quaternion Typification of Clifford Algebra Elements
  43. A Classification of Lie Algebras of Pseudo-Unitary Groups in the Techniques of Clifford Algebras
  44. Classification of elements of clifford algebras according to quaternionic types
  45. Unitary Spaces on Clifford Algebras