The school known as the Moscow school of the theory of functions or the school of D.F. Egorov – N.N. Luzin, originated in 1910s within the framework of the Moscow philosophical-mathematical school. As a matter of fact, its birth was transplanting into the Moscow soil of the French studies on set theory and the theory of functions (E. Borel, H. Lebesgue, R. Baire). This school appeared as an attempt of Muscovites to reach the front line of modern mathematical studies in an area alien to interests of mathematicians from St.- Petersbourg. The attempt has turned successful: its result was creation (in a very short period) of one of the most effective European schools with its own subjects of studies (analytic sets etc.). As a result of the acti...
In this paper the context of the 1940 mathematical paper by Kolmogorov on Mendel's laws of genetics ...
A. N. Kolmogorov, A. P. Yushkevich (eds), Mathematics of the 19th century, vol. 3 : Function theory ...
This work is a continuation of the author's presentation of the history of mathematics in Russia as ...
AbstractShortly before the revolution of 1917, four papers written by participants in N. N. Luzin's ...
International audienceThe history of teaching the concept of function in Russian school and universi...
AbstractDuring the 1920s, Soviet Marxist theorists paid less attention to developments in mathematic...
AbstractThe study of the early history of the Moscow school of the theory of functions has been grea...
We survey the life and work of Mikhaïl Lavrentieff, one of the main founders of the theory of quasi...
AbstractThe post-Stalin period in Soviet history (1953–1991) was a time of weakening of official ide...
AbstractStalinist philosophers and other champions of Marxist theory argued against the modern trend...
This is a collection of new investigations and discoveries on the history of a great tradition, the ...
AbstractThe contributions to the philosophy and history of mathematics of one of the most eminent co...
The problem of approximating a given quantity is one of the oldest challenges faced by mathematician...
AbstractThe paper describes the influence of politics on the life of Soviet mathematicians in Stalin...
ABSTRACT This thesis is a study of the major mathematics education reforms that took place in the pe...
In this paper the context of the 1940 mathematical paper by Kolmogorov on Mendel's laws of genetics ...
A. N. Kolmogorov, A. P. Yushkevich (eds), Mathematics of the 19th century, vol. 3 : Function theory ...
This work is a continuation of the author's presentation of the history of mathematics in Russia as ...
AbstractShortly before the revolution of 1917, four papers written by participants in N. N. Luzin's ...
International audienceThe history of teaching the concept of function in Russian school and universi...
AbstractDuring the 1920s, Soviet Marxist theorists paid less attention to developments in mathematic...
AbstractThe study of the early history of the Moscow school of the theory of functions has been grea...
We survey the life and work of Mikhaïl Lavrentieff, one of the main founders of the theory of quasi...
AbstractThe post-Stalin period in Soviet history (1953–1991) was a time of weakening of official ide...
AbstractStalinist philosophers and other champions of Marxist theory argued against the modern trend...
This is a collection of new investigations and discoveries on the history of a great tradition, the ...
AbstractThe contributions to the philosophy and history of mathematics of one of the most eminent co...
The problem of approximating a given quantity is one of the oldest challenges faced by mathematician...
AbstractThe paper describes the influence of politics on the life of Soviet mathematicians in Stalin...
ABSTRACT This thesis is a study of the major mathematics education reforms that took place in the pe...
In this paper the context of the 1940 mathematical paper by Kolmogorov on Mendel's laws of genetics ...
A. N. Kolmogorov, A. P. Yushkevich (eds), Mathematics of the 19th century, vol. 3 : Function theory ...
This work is a continuation of the author's presentation of the history of mathematics in Russia as ...