Examples of using Group theory in English and their translations into Danish
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De Groot worked in topology and group theory.
Rudio worked on group theory, algebra and geometry.
Like her husband,Hanna worked in group theory.
Thesis on combinatorial group theory during 1942 and 1943.
Oh, and how. You never forget your first group theory.
From then, he taught group theory until 1943 and Mathematical Analysis until his death in 1959.
A milestone in the development of abstract group theory.
Moufang published only one paper on group theory which was published in 1937.
Samelson was a real master of geometry and Lie group theory.
His lifework was devoted to group theory and number theory. .
Schreier made important contributions to other parts of group theory.
We have mentioned his work in group theory and Lie rings above.
Weil's research was in number theory, algebraic geometry and group theory.
Geometry, convexity, combinatorics, group theory and linear algebra.
In group theory he studied the Burnside groups B(3, r) with r generators and exponent 3.
Together with Paul Schupp,he wrote Combinatorial group theory 1976.
Miller worked mostly on group theory but he was also interested in the history of mathematics.
He further contributed to the development of group theory in other papers.
His work on group theory is important as he was one of the founders of combinatorial group theory.
Fortunately for mathematics,and particularly group theory, he was not successful.
Dehn greatly influenced Nielsen andintroduced him to the newest ideas in topology and group theory.
He established a geometry andtopology based on group theory without the concept of a limit.
Takagi lectured on group theory, representation theory, Galois theory, and algebraic number theory. .
Atiyah in divides Todd's mathematical interests into invariant theory, group theory and canonical systems.
Talking of this influence on group theory, Chandler and Magnus write in: Reidemeister was… essentially a geometer.
As a researcher,Kaluznin is best known for his work in group theory and in particular permutation groups. .
At that time group theory was perhaps a household word, and I saw an opportunity to introduce some group theory into mathematical logic.
It appears that Hölder became interested in group theory while at Göttingen, through von Dyck and Klein.
With the help of group theory and Galois theory methods Hölder returned to a study of the irreducible case of the cubic in the Cardan- Tartaglia formula in 1891.
Reidemeister had an important influence on group theory, partly through his work on knots and groups, partly through his influence on Schreier.