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4. Statistical Distributions of Partial Correlators of Network Traffic Aggregated Packets for Distinguishing DDoS Attacks

5. The Great Kolmogorov

6. D

7. F

9. C

10. B

11. G

12. P

13. M

14. I

15. H

22. Spectral analysis and synthesis

23. Operator theory

24. Interpolation, bases, multipliers

26. Operator Interpolation and the Commutant

27. Bases and Interpolation (Solution)

28. Compressions of the Shift and the Spectra of Inner Functions

29. Decomposition into Invariant Subspaces

30. Individual Theorems for the Operator S*

31. The Triangular Form of the Truncated Shift

32. Invariant Subspaces

33. On the Line and in the Halfplane

34. Introductory Lecture. What This Book is About

35. Generalized Spectrality and Interpolation of Germs of Analytic Functions

36. Analysis of the Carleson-Vasyunin Condition

37. Preparatory Information

38. Introduction

39. Integral Representations and Isomorphism of Isotropy Classes

40. Imbedding Theorems for Different Metrics and Dimensions

41. Transitivity and Unimprovability of Imbedding Theorems. Compactness

42. Direct and Inverse Theorems of the Theory of Approximation. Equivalent Norms

43. The Function Classes W, H, B

44. Entire Functions of Exponential Type, Bounded on ℝ

45. Trigonometric Polynomials

46. The Liouville Classes L

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