Voorbeelden van het gebruik van Finite simple in het Engels en hun vertalingen in het Nederlands
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a very large finite simple group whose structure was previously not well understood,
The list below gives all finite simple groups, together with their order,
theme in mathematics and the complete classification of all finite simple symmetry groups is one of the biggest successes of twentieth century mathematics;
the Steinberg groups in Lie theory that yield finite simple groups over finite fields.
This work had great influence on later developments in the classification of finite simple groups, and was quoted in the citation by Richard Brauer for the award of Thompson's Fields Medal in 1970 Proceedings of the International Congress of Mathematicians, Nice, France, 1970.
This work had some influence on later developments in the classification of finite simple groups, and was quoted in the citation by Richard Brauer for the award of Thompson's Fields Medal in 1970 Proceedings of the International Congress of Mathematicians, Nice, France, 1970.
In mathematics, the classification of finite simple groups states that every finite simple group is cyclic,
a surprising and deep relation between the largest finite simple sporadic group-the"monster group"-and certain modular functions,
ISBN 978-0-00-721461-7(another introduction for the lay reader) Ron Solomon(1995)"On Finite Simple Groups and their Classification," Notices of the American Mathematical Society.
Theorem- Every finite simple group is isomorphic to one of the following groups:
CA-groups were important in the context of the classification of finite simple groups.
Georgia) is a mathematician working on finite simple groups and vertex algebras.
the classification of finite simple groups," Plus Magazine,
can sometimes be reduced to questions about finite simple groups.
In removing duplicates it is useful to note that no two finite simple groups have the same order,
which contain significant information about the structure of a finite group G for each prime number p dividing the order of G. This area of study was enormously developed in the quest for the classification of finite simple groups, starting with the Feit-Thompson theorem that groups of odd order are solvable.
In 1994, he proved the algorithmic insolvability of the closure problem for completely simple finite semi-groups.
For example: The human mind would ordinarily crave to approach the cosmic philosophy portrayed in these revelations by proceeding from the simple and the finite to the complex and the infinite,
List of finite simple groups- Wikipedia, the free encyclopedia.
Classification of finite simple groups- Wikipedia, the free encyclopedia.