The new systematization in measure and integration due to the author produced a version of the Kolmogorov projective limit theorem which is far more comprehensive than the previous ones. The present article is devoted to several consequences. In particular one obtains a topological version which applies to arbitrary Hausdorff spaces
summary:We introduce a notion of a product and projective limit of function spaces. We show that the...
In this paper we study planar polynomial Kolmogorov's differential systems Xμ{x˙=f(x,y;μ),y˙=g(x,y;μ...
We present a survey on the regularity theory for classic solutions to subelliptic degenerate Kolmogo...
AbstractThe classical Kolmogorov theorem on the existence of stochastic process has been generalized...
In a recent paper the author used his work in measure and integration to obtain the projective limit...
The paper continues the author\u27s work in measure and integration, which is an attempt at unified ...
Cílem této práce je důkaz Kolmogorovovy věty o projektivní limitě a následná aplikace této věty. Nej...
The main objective of this paper is to study existence and non existence of limit cycles by using th...
In this paper we prove, for signed or complex Radon measures on completely regular spaces, the analo...
1952 / 1-2. szám Kalmár László: Another proof of the Markov-Post theorem Alexits G.: Sur...
International audienceWe show analogues of the Daniell–Kolmogorov and Prohorov theorems on the exist...
The paper deals with two similar inequalities: (1) 2K \Gamma hA;B;Ci \Delta 6 K \Gamma hA;Bi ...
We propose a modification of Prohorov's theorem on projective limits of Radon measures which can be ...
In this article, we obtain a non-uniform version of Hrushovski's generalisation of the Lang-Weil est...
In this work we consider the Kolmogorov system of degree 3 in R2 and R3 having an equilibrium point ...
summary:We introduce a notion of a product and projective limit of function spaces. We show that the...
In this paper we study planar polynomial Kolmogorov's differential systems Xμ{x˙=f(x,y;μ),y˙=g(x,y;μ...
We present a survey on the regularity theory for classic solutions to subelliptic degenerate Kolmogo...
AbstractThe classical Kolmogorov theorem on the existence of stochastic process has been generalized...
In a recent paper the author used his work in measure and integration to obtain the projective limit...
The paper continues the author\u27s work in measure and integration, which is an attempt at unified ...
Cílem této práce je důkaz Kolmogorovovy věty o projektivní limitě a následná aplikace této věty. Nej...
The main objective of this paper is to study existence and non existence of limit cycles by using th...
In this paper we prove, for signed or complex Radon measures on completely regular spaces, the analo...
1952 / 1-2. szám Kalmár László: Another proof of the Markov-Post theorem Alexits G.: Sur...
International audienceWe show analogues of the Daniell–Kolmogorov and Prohorov theorems on the exist...
The paper deals with two similar inequalities: (1) 2K \Gamma hA;B;Ci \Delta 6 K \Gamma hA;Bi ...
We propose a modification of Prohorov's theorem on projective limits of Radon measures which can be ...
In this article, we obtain a non-uniform version of Hrushovski's generalisation of the Lang-Weil est...
In this work we consider the Kolmogorov system of degree 3 in R2 and R3 having an equilibrium point ...
summary:We introduce a notion of a product and projective limit of function spaces. We show that the...
In this paper we study planar polynomial Kolmogorov's differential systems Xμ{x˙=f(x,y;μ),y˙=g(x,y;μ...
We present a survey on the regularity theory for classic solutions to subelliptic degenerate Kolmogo...
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