The Inverse Tangent Law for the solutions of systems of linear algebraic equations with independent random coefficients

References

[1] V. L. Girko, Arctangent Law, Second Vilnius Conference on the Probability Theory and Mathematical Statistics (Vilnius 1977), Academy “Nauk”, SSSR (1977), 96–97. Search in Google Scholar

[2] V. L. Girko, Theory of Random Determinants (in Russian), Kiev University, Kiev, 1980. Search in Google Scholar

[3] V. L. Girko, Theory of Empirical Systems of Equations (in Russian), Lybid, Kiev, 1990. Search in Google Scholar

[4] V. L. Girko, Theory of Linear Algebraic Equations with Random Coefficients, Allerton, New York, 1996. Search in Google Scholar

[5] V. L. Girko, An Introduction to Statistical Analysis of Random Arrays, VSP, Utrecht, 1998. 10.1515/9783110916683Search in Google Scholar

[6] V. L. Girko, Theory of Stochastic Canonical Equations. Volume I and II, Kluwer, Dordrecht, 2001. 10.1007/978-94-010-0989-8Search in Google Scholar

[7] V. L. Girko, 35 years of the Inverse Tangent Law, Random Oper. Stoch. Equ. 19 (2011), no. 4, 397–410. 10.1515/ROSE.2011.017Search in Google Scholar

[8] V. L. Girko, Theory of stochastic canonical equations of random matrix physics, sos law, elliptical galactic law, sand clock law and heart law, life, sombrero and halloween laws, Acta Phys. Polon. B 42 (2011), no. 5, 1001–1044. 10.5506/APhysPolB.42.1001Search in Google Scholar

[9] V. A. Marchenko and L. A. Pastur, Distribution of the eigenvalues in certain sets of random matrices (in Russian), Mat. Sb. 1 (1967), 457–483. 10.1070/SM1967v001n04ABEH001994Search in Google Scholar