Mga halimbawa ng paggamit ng Kummer sa Ingles at ang kanilang mga pagsasalin sa Tagalog
{-}
-
Ecclesiastic
-
Colloquial
-
Computer
In 1834 Jacobi received some work from Kummer who was at this time a teacher in a Gymnasium in Liegnitz.
a half years he studied under Kummer and Weierstrass in Berlin
Kummer, however, tried to influence things
He received high praise from Kummer, and he received replies from Reye
he was particularly influenced by Kummer, Weierstrass and Helmholtz.
Having first been elected to the Berlin Academy while still a school teacher, Kummer ended up with high office in the Academy.
in algebraic number fields, giving a divisibility theory for such rings developing ideas which had been introduced by Kummer.
Kummer's geometric period was one when he devoted himself to the study of the ray systems that Hamilton had examined, but Kummer treated these problems algebraically.
Schwarz began his study of chemistry at Berlin but it was not long before Kummer and Weierstrass had influenced him to change to mathematics.
The Zahlbericht(1897) is a brilliant synthesis of the work of Kummer, Kronecker and Dedekind but contains a wealth of Hilbert's own ideas.
Kummer immediately recognised Kronecker's talent for mathematics
This scholarship enabled him to spend two years studying at the University of Berlin where the remarkable team of Kummer, Borchardt, Weierstrass
Among his teachers were the mathematicians Kronecker, Kummer, Wangerin and Weierstrass,
Fortunately for the good of mathematics, Kummer received mathematics teaching as part of his degree,
Then he made two trips abroad, visiting Berlin where he attended lectures by Kummer, Weierstrass and Paris where he had many mathematical discussions with Hermite.
Perhaps the most fruitful of all the visits he made was to Berlin where the remarkable team of Kummer, Borchardt, Weierstrass
Kronecker offered the most recent results of their research in their lectures, Kummer in his restricted himself, after instituting the seminar,
perhaps in the world, with Kummer, Weierstrass and Kronecker.
the remarkable team of Kummer, Borchardt, Weierstrass
generalised results such as a theorem of Kummer and one of Riemann, the ideas for which had first emerged in work of Dirichlet.