All Stories

  1. Horizontally stationary generalized Bratteli diagrams
  2. Hilbert space-valued Gaussian processes, and quantum states
  3. Fractal calculus of variations for problems with constraints
  4. Dynamics realized in path-space.
  5. Fourier Series for Singular Measures in Higher Dimensions
  6. Substitution-dynamics and invariant measures for infinite alphabet-path space
  7. The operators of stochastic calculus
  8. Finitely additive functions in measure theory and applications
  9. IFS measures on generalized Bratteli diagrams
  10. Transfer operators and conditional expectations: the non-commutative case, the case of mu-Brownian motions and white noise space setting
  11. Operator-valued Gaussian processes and their covariance kernels
  12. Infinite-dimensional stochastic transforms and reproducing kernel Hilbert space
  13. White noise space analysis and multiplicative change of measures
  14. An Index for Graphs and Graph Groupoids
  15. mu-Brownian Motion, Dualities, Diffusions, Transforms, and Reproducing Kernel Hilbert Spaces
  16. Harmonic analysis on graphs via Bratteli diagrams and path-space measures
  17. Multi-variable quaternionic spectral analysis
  18. Approximation Properties of Ridge Functions and Extreme Learning Machines
  19. New characterizations of reproducing kernel Hilbert spaces and applications to metric geometry
  20. Harmonic Analysis of Fractal Measures: Basis and Frame Algorithms for Fractal L2-Spaces, and Boundary Representations as Closed Subspaces of the Hardy Space
  21. Noncommutative Boundaries Arising in Dynamics and Representations of the Cuntz Relations
  22. Primes in Intervals and Semicircular Elements Induced by p-Adic Number Fields Q p over Primes p
  23. Random Measures in Infinite-Dimensional Dynamics
  24. Decomposition of Gaussian processes, and factorization of positive definite kernels
  25. Deformation of semicircular and circular laws via p-adic number fields and sampling of primes
  26. Fractional wave packet systems in L2(R)
  27. Reflection Negative Kernels and Fractional Brownian Motion
  28. Scattering Theory for Orthogonal Wavelets
  29. Trotter’s limit formula for the Schrödinger equation with singular potential
  30. A global solution to the Schrödinger equation: From Henstock to Feynman
  31. Reproducing Kernel Hilbert Space vs. Frame Estimates
  32. Infinite networks and variation of conductance functions in discrete Laplacians
  33. Unbounded Operators, Lie Algebras, and Local Representations
  34. Frames and factorization of graph Laplacians
  35. Arithmetic Functions in Harmonic Analysis and Operator Theory
  36. Spectral theory of multiple intervals
  37. Unbounded Operators, Lie Algebras, and Local Representations
  38. Arithmetic Functions in Harmonic Analysis and Operator Theory
  39. Arithmetic Functions in Harmonic Analysis and Operator Theory
  40. Isospectral measures
  41. Comparison of Discrete and Continuous Wavelet Transforms
  42. A sampling theory for infinite weighted graphs
  43. Spectral theory of discrete processes
  44. Representations, Wavelets, and Frames
  45. The measure of a measurement
  46. Wavelets Through a Looking Glass
  47. Operator algebras and mathematical physics
  48. Remote Monitoring of Reefer Containers