Примери за използване на Eilenberg на Английски и техните преводи на Български
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About which Eilenberg writes.
Eilenberg was awarded his MA from the University of Warsaw in 1934.
One of the first collaborations which Eilenberg entered was with Mac Lane.
In 1948 Eilenberg in a joint paper with Chevalley.
Another collaboration of major importance was between Eilenberg and Henri Cartan.
It was there that Eilenberg met Banach, who led the Lvov mathematicians.
Ann Arbor again provided the means to bring Eilenberg and Steenrod together.
Much later, in 1949, Eilenberg and Mac Lane defined cohomology groups.
In 1948, the year after he took up the post at Columbia, Eilenberg became a US citizen.
Sammy, as Eilenberg was always called, studied at the University of Warsaw.
We should mention another major two volume text which Eilenberg published in 1974 and 1976.
Eilenberg lectured at the conference on Extension and classification of continuous mappings.
His major collaboration with Eilenberg was the book Homological Algebra first published in 1956.
He flew into the United States in December 1947 andwas met in the airport at New York by Samuel Eilenberg.
In particular he helped Eilenberg and Dehn, while Schrödinger came to live in his home after escaping from Austria.
A remarkable collection of mathematicians were on the staff at the University of Warsaw while Eilenberg studied there.
Categories were first introduced by Samuel Eilenberg and Saunders Mac Lane in 1942- 45, in connection with algebraic topology.
Eilenberg was only an instructor for one year, then in 1941 he was promoted at assistant professor at the University of Michigan.
In fact his final publication returned to the topic of his first,namely the the axioms which Eilenberg and Steenrod proposed for homology theory.
In fact Eilenberg had written a definitive treatment of singular homology and cohomology in a paper in the Annals of Mathematics in 1944.
In 1949 André Weil was working at the University of Chicago and he contacted Eilenberg to ask him to collaborate on writing about homotopy groups and fibre spaces as part of the Bourbaki project.
Eilenberg became a member of the Bourbaki team spending 1950-51 as a visiting professor in Paris and participating in the two week summer meetings until 1966.
It was one of a truly remarkable collection of papers published by Eilenberg for, from his days as an undergraduate up until 1939 when he left Poland for the United States, he published 37 papers.
It tells about a new mathematical discipline born less than seventy years ago as a result of the collaboration between two of the most prominent mathematicians of our time- Saunders Mac Lane and Samuel Eilenberg.
This was an excellent place for Eilenberg to begin his teaching career in the United States for there he could interact with leading topologists.
Finally we mention the important work which Steenrod did on homology theories which appeared in the famous book Foundations of algebraic topology which he wrote with Samuel Eilenberg and was published in 1952.
It was a topic which Eilenberg had been interested in from 1966 onwards and it is worth noting that it is one of the few major works by Eilenberg which he worked on alone.
The reader should be aware that these volumes do not fully reflect H Cartan's work, a large part of which is also contained in his fifteen ENS-Seminars(1948-1964) andin his book Homological algebra with S Eilenberg.
The two first met in 1940 in Ann Arbor and from that time until about 1954 the pair produced fifteen papers on a whole range of topics including category theory, cohomology of groups,the relation between homology and homotopy, Eilenberg- Mac Lane spaces, and generic cycles.
It tells about a new mathematical discipline born less than seventy years ago as a result of the collaboration between two of the most prominent mathematicians of our time- Saunders Mac Lane and Samuel Eilenberg.