1. Mayants, L. S.: 1967, Quantum Physics and Transformations of Matter (in Russian), VINITI, Moscow. This monograph contains detailed considerations of generalized Hamiltonian equations, canonically conjugate operators, and the transition from quantum to classical probability distributions.
2. Mayants, L. S.: Found. Phys. 3, 413. This paper contains a brief consideration of the transition from quantum to classical probability distributions for the particular case discussed in this chapter.
3. Mayants, L. S.: Found. Phys.
4, 335. In this paper the inequalities for the product of the standard deviations of canonically conjugate random variables and related problems are discussed for the first time.
4. Mayants, L. S.: Found. Phys.
7, 3. This paper introduces for the first time the Hamiltonian random variables and discusses their peculiarities.
5. Szego, G.: 1975, Orthogonal Polynomials, 4th edn., Amer. Math. Soc., New York. This book contains the asymptotic formulas for the Hermite polynomials.