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Moscow) in Russia. His father at the time was a supervisor in the Novinsk Slutsky to his wife during the Congress (see Seneta, 1992). They show Slutsky

For references see [[Stochastic processes, interpolation of|Stochastic processes, interpolatio ...|[a5]]]. For applications of prediction algorithms in the applied sciences see [[#References|[a1]]].

...f them. The origin of the development of the metric theory of functions in Russia must be associated with the beginning of the 20th century. However, the fir ...becomes continuous if some set of arbitrarily small measure is neglected (see [[Luzin-C-property|Luzin $ C $-

and Frost in the USA (see Abbey, 1952 and Frost, 1976). on the course of epidemics (see Dietz's English translation, 1989). He died

...Algebraic systems that are at the same time lattices play a special role (see [[Lattice-ordered group|Lattice-ordered group]]). The majority of applicati ...eorem: The lattice of congruence relations on any lattice is distributive (see e.g. [[#References|[1]]] or [[#References|[2]]]). There is also one major u

of nationals between Russia and Poland agreed to at the end of the contributions to experimental design (see Neyman et al. 1935) and

first in Russia to obtain the degree of Doctor of Mathematical Sciences (in This thesis (for a reprinting see Chebyshev, 1955) gives as its

Khintchine invited him to Russia in 1937. He spent three months in escaping the Nazi persecution of the Jews, see [3]. After the

...e numbers in the groups, of the basic characteristics of the distribution (see below). Forming a [[Histogram|histogram]] with respect to the grouped data ...the calculation of the mean and other characteristics of the distribution (see the corresponding histogram in Fig. c). Number of parts. Diameter in mm.

...s of them. Properties of families of curves and surfaces are also studied (see, for example, [[Congruence|Congruence]]; [[Web|Web]]). In Russia a school of differential geometry was established by F. Minding and K.M. Pe