216 results on '"Girko, Vyacheslav L."'
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2. Canonical equation <italic>K</italic> 107 for symmetric matrix with independent zebra random lines.
3. The generalized canonical equations K1, K7, K16, K27. The REFORM method, the invariance principal method, the matrix expansion method and G-transform. The main stochastic canonical equations K100,...,K106 and the estimators G55,...,G58 of the MAGIC (Mathematical Analysis of General Invisible Components)
4. The estimators G 9 and G 10 for the solutions of~the Kolmogorov–Wiener filter
5. Canonical Equation K 54 for Normalized Spectral Functions of Nonself-Adjoint Random Jacobi Matrices
6. The Class of Canonical Equations K 53 for the Solutions of the System of Linear Algebraic Equations with Random Coefficients. Inverse Tangent and Canonical Laws
7. Canonical Equation K 9 for Random Matrices whose Entries have Identical Variances
8. Canonical Equation K 57, the Cubic Law, the Invariance Principle and Related Topics in the Theory of Analytic Functions of Random Matrices
9. Canonical Equation K 7 for Gram Random Matrices
10. Canonical Equation K 8
11. Canonical Equation K 6 for Symmetric Random Matrices with Identically Distributed Entries
12. Canonical Equation K 5 for Symmetric Random Matrices with Infinitely Small Entries
13. Canonical Equation K 58. Universality and Arcsine Laws for Random Matrices A + U m B(U*) m
14. Canonical Equation K 59 and Universality Law for Random Matrices (A + UB)(A + UB)*. Arcsine Law
15. Canonical Equation K 46 for the Stieltjes Transform of Normalized Spectral Functions of Tridiagonal and Jacobi Random Matrices
16. Canonical Equation K 56 for the Solution of the System of Linear Differential Equations with Random Coefficients
17. Canonical Equation K 55 for Normalized Spectral Functions of a Product of Two Independent Nonsymmetric Random Matrices
18. Canonical Equation K 52 for Hankel and Toeplitz Random Matrices
19. Stochastic Canonical Equation K 4 for Symmetric Random Matrices with Infinitely Small Entries. Necessary and Sufficient Conditions for the Convergence of Normalized Spectral Functions
20. Canonical Equation K 51 for Normalized Spectral Functions of a Product of Random Independent Matrices
21. Canonical Equation K 48 for Normalized Spectral Functions of a Product of Random Matrices
22. Class of Canonical Equations K 50 for the Entries of Random S-Matrices
23. Canonical Equation K 49 for Normalized Spectral Functions of a Product of Random Unitary Matrices
24. Stochastic Canonical Equation K 44 for Normalized Spectral Functions of Empirical Covariance Matrices with Block Structure
25. Twenty Five Years of Stochastic Canonical Equation K 40 for Normalized Spectral Functions of Ace-Gram Matrices
26. Class of Direct Canonical Equations K 47 for Spectral Functions of Random Symmetric Banded Matrices and Jacobi Matrices
27. Stochastic Canonical Equation K 45 for Normalized Spectral Functions of Random Matrices Pencil
28. Stochastic Canonical Equation K 43 for Normalized Spectral Functions of Random Gram Block Matrices
29. Twenty Five Years of Stochastic Canonical Equation K 39 for Normalized Spectral Functions of Ace-Symmetric Matrices
30. Stochastic Canonical Equation K 42 for Normalized Spectral Functions of Random Symmetric Matrices with Block Structure
31. Canonical Equation K 37 for Normalized Spectral Functions of a Pencil of Empirical Random Matrices
32. Canonical Equation K 38 for Normalized Spectral Functions of a Pencil of Random Nonsymmetric Matrices. G-Law
33. Regularized Stochastic Canonical Equation K 3 for Symmetric Random Matrices with Infinitely Small Entries
34. Canonical Equation K 35 for Normalized Spectral Functions of a Pencil of Random Matrices
35. Canonical Equation K 32 for Normalized Spectral Functions of Random Gram Matrices with Identically Distributed Independent Blocks. Block Matrix Density
36. Canonical Equation K 34 for Normalized Spectral Functions of Empirical Covariance Matrix with Asymptotically Independent Blocks
37. Canonical Equation K 33 for the Fourier Transform of the Resolvent of a Gram Block Random Matrix
38. Canonical Equation K 31 for Normalized Spectral Functions of the Sum of Random Gram Matrix and Nonrandom Matrix
39. Canonical Equation K 30 for Normalized Spectral Functions of Random Gram Block Matrices
40. Canonical Equation K 2. Necessary and Sufficient Modified Lindeberg’s Condition. The Wigner and Cubic Laws
41. Canonical Equation K 29 for the Fourier Transform of the Resolvent of a Symmetric Block Random Matrix
42. Class of Canonical V-Equations K 26 for a Single Matrix and a Product of Two Random Matrices. The V-Density of Eigenvalues of Random Matrices such that the Variances of their Entries Form a Doubly Stochastic Matrix
43. Canonical Equation K 27 for Normalized Spectral Functions of Random Symmetric Block Matrices
44. Canonical Equation K 28 for Normalized Spectral Functions of Random Symmetric Matrices with Identically Distributed Independent Blocks. Block Matrix Density. SS-Laws
45. Canonical Equation K 25 for Random G-Matrices. Strong V-Law
46. Canonical Equation K 24 for Random G-Matrices with Infinitesimally Small Random Entries
47. Canonical Equation K 20. Strong Law for Normalized Spectral Functions of Nonselfadjoint Random Matrices with Independent Row Vectors. Simple Rigorous Proof of the Strong Circular Law
48. Canonical Equation K 23 for Random Matrices with Independent Pairs of Entries with Different Variances and Equal Covariances
49. Canonical Equation K 21 for Random Matrices with Independent Pairs of Entries with Zero Expectations. Circular and Elliptic Laws
50. Canonical Equation K 1
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