Examples of using Ergodic in English and their translations into Bulgarian
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In 1975 Bowen published Equilibrium states and the ergodic theory of Anosov diffeomorphisms in the Springer Lecture Notes in Mathematics Series.
It is, of course, not only the ergodic theorem that made Birkhoff the most famous mathematician in America in his day.
His ergodic theorem transformed the Maxwell- Boltzmann kinetic theory of gases into a rigorous principle through the use of Lebesgue measure.
Bourgain's work on ergodic theory has been extremely innovative,
Carleman is also one of the authors of a mean ergodic theorem(see[17], where more is written about priority questions).
Kingman gave a beautiful description of the development of the subject in his 1973 paper Subadditive ergodic theory published in the Annals of Probability.
The joint paper referred to here is one Young wrote with Michael Benedicks which they published in the Ergodic Theory of Dynamical Systems in 1992.
Birkhoff's discovery of what has come to be known as the"ergodic theorem" in 1931- 32 is his most well-known contribution to dynamics.
he had also bad luck with his mean ergodic theorem.
Using these concepts Hopf was able to give a unified presentation of many results in ergodic theory that he and others had found since 1931.
looked at ergodic theory which is an area which requires considerable combinatorial skills.
differential geometry, ergodic theory, dynamical systems
some of which was used in a paper by him on ergodic properties of continued fractions.
It was around this time that he was studying subadditive ergodic theory which in many ways turned out to be the most influential of all his mathematical achievements.
mathematical biology, and measure and ergodic theory.
Halmos is known for both his outstanding contributions to operator theory, ergodic theory, functional analysis,
The mean ergodic theorem in Banach spaces was announced by Mazur in 1932
also the group of mathematicians working with von Neumann on measure theory and ergodic theory.
Coming out of this lecture was a paper Ergodic theory and the geodesic flow on surfaces of constant negative curvature which he published in the Bulletin of the American Mathematical Society.
calculus of variations, ergodic theory, topological dynamics,