All Stories

  1. Using Vector Representations of Characteristic Functions and Vector Logarithms When Proving Asymptotic Statements
  2. Inversion of Characteristic Functions Without Imaginary Unit
  3. Using Vector Representations of Characteristic Functions and Vector Logarithms When Proving Asymptotic Statements
  4. Vector Representations of Euler’s Formula and Riemann’s Zeta Function
  5. Quaternions Without Imaginary Quantities or the Vector Representation of Quaternions
  6. Vector Representations of Euler’s Formula and Riemann’s Zeta Function
  7. Quaternions Without Imaginarities or the Vector Representation of Quaternions
  8. Short Remark on (p1,p2,p3)-Complex Numbers
  9. On the Vector Representation of Characteristic Functions
  10. Deterministic and Random Generalized Complex Numbers Related to a Class of Positively Homogeneous Functionals
  11. On Hyperbolic Complex Numbers
  12. On Complex Numbers in Higher Dimensions
  13. Complex Numbers Related to Semi-Antinorms, Ellipses or Matrix Homogeneous Functionals
  14. Three-Complex Numbers and Related Algebraic Structures
  15. Chi-Square and Student Bridge Distributions and the Behrens–Fisher Statistic
  16. On lp-Complex Numbers
  17. Mysterious Circle Numbers.Does πp,q Approach πp When q Is Tending to p ?
  18. On Ball Numbers
  19. On (p1,…,pk)-spherical distributions
  20. High-dimensional star-shaped distributions
  21. On p-generalized elliptical random processes
  22. Statistical reasoning in dependent p-generalized elliptically contoured distributions and beyond
  23. The Class of (p,q)-spherical Distributions with an Extension of the Sector and Circle Number Functions
  24. The Class of (p,q)-spherical Distributions
  25. Simulation of polyhedral convex contoured distributions
  26. Polyhedral Star-Shaped Distributions
  27. Estimation of Star-Shaped Distributions
  28. Skewness-Kurtosis Controlled Higher Order Equivalent Decisions
  29. Ball numbers of platonic bodies
  30. Kullback–Leibler life time testing
  31. Exact extreme value, product, and ratio distributions under non-standard assumptions
  32. Maximum distributions for
  33. Simulation of thep-generalized Gaussian distribution
  34. Geometric and Stochastic Representations for Elliptically Contoured Distributions
  35. Linear Combinations, Products and Ratios of Simplicial or Spherical Variates
  36. Geometric approach to the skewed normal distribution
  37. Reverse triangle inequality. Antinorms and semi-antinorms
  38. Exact distributions under non-standard model assumptions
  39. On the ball number function
  40. Ellipses numbers and geometric measure representations
  41. Continuous l n,p -symmetric distributions
  42. On the π-function for nonconvex l 2,p -circle discs
  43. On l 2,p -circle numbers
  44. Generalized spherical and simplicial coordinates
  45. Exact tests and confidence regions in nonlinear regression
  46. Exact probabilities of correct classifications for uncorrelated repeated measurements from elliptically contoured distributions
  47. Geometric Generalization of the Exponential Law
  48. Asymptotic Expansions for Large Deviation Probabilities of Noncentral Generalized Chi-Square Distributions
  49. A Geometric Approach to an Asymptotic Expansion for Large Deviation Probabilities of Gaussian Random Vectors
  50. A geometric approach to finite sample and large deviation properties in two-way ANOVA with spherically distributed error vectors
  51. The laplace integral and probabilities of moderate deviations in Rk
  52. Moderate deviations for densities in Rk
  53. Probabilities of large deviations of sums of independent identically distributed random vectors