Kyoto, Japan, 1972Entropy and Hausdorff dimension of a sequence of coordinate functions in base-r expansion.- General theorems of convergence for random processes.- Asymptotic expansions for Neyman's C(?) tests.- On the generation of Markov processes by symmetric forms.- On nonlinear filtering theory and absolute continuity of measures, corresponding to stochastic processes.- On the continuous passage through a fixed level of a homogeneous process with independent increments on a Markov chain.- Statistical problems in quantum physics.- Optimal coding in white Gaussian channel with feedback.- The local structure of a class of diffusions and related problems.- Remarks on Markov processes having Green functions with isotropic singularity.- On the variation of Gaussian processes.- On a class of linear processes.- A characterization of potential kernels for recurrent Markov chains with strong Feller transition function.- On a Markov property for stationary Gaussian processes with a multidimensional parameter.- Convergence rate in the ergodic theorem for an analytic flow on the torus.- Convergence of numeric characteristics of sums of independent random variables and global theorems.- Ergodicity of the dynamical system of a particle on a domain with irregular walls.- On attraction domains in the theory of sequential estimation.- Applications of Ornstein's theory to stationary processes.- Comparison theorems for solutions of one-dimensional stochastic differential equations.- Remarks on probabilistic solutions of certain quasilinear parabolic equations.- On white noise and infinite dimensional orthogonal group.- On moment inequalities and identities for stochastic integrals.- On a Markovian property of Gaussian processes.- The log log law for certain dependent random sequences.- The concentration functions of sums of independent random variables.- On Lie group structure of subgroups of O(S).- On the multidimensional central limit theorem with a weakened condition on momelă-