Examples of using Permutation in English and their translations into Tagalog
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Permutation of zoo animals.
Of inversions of the permutation.
In the case of permutation groups, X is a set;
Or the degree of a representation as a permutation group.
He studied primitive permutation groups and proved a finiteness theorem.
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An example of such a permutation is.
Given such a permutation, we form the sequence of partial sums.
Let be an integer and the permutation group.
For a permutation of define as the number of such that for every.
(b) Does there exist a permutation such that?
Now, it is easy from andgiven above to verify that is a permutation of.
This means that for some permutation of the string must be, and there are possibilities.
Suppose and for a vector in and permutation. We have.
In the case of permutation groups, X is a set; for matrix groups, X is a vector space.
Prove that there exists a permutation of such that.
The work on permutation groups led me inevitably to involvement with the structure theory of finite groups.
What is the expected value of if each permutation is equally likely?
Find the number of permutations of such that for any,does not form a permutation of.
To Jordan a group was what we would call today a permutation group;
Also notice that if is a permutation of and appears in the string, then cannot appear.
Wielandt's research work continued on finite groups and on permutation groups.
The order of a permutation is the least common multiple of the lengths in the decomposition into disjoint cycles.
One of the areas which his work took him into was infinite permutation groups.
Assume is a permutation of s.t. in our string-runs are always followed by-runs and always preceded by-runs.
Again, there are possibilities for such an arrangement, according to the permutation of that we choose.
Pólya's work using generating functions and permutation groups to enumerate isomers in organic chemistry was of fundamental importance.
As a researcher, Kaluznin is best known for his workin group theory and in particular permutation groups.
In this way we get a sequence. If this new sequence is a permutation of the original one, find all possible values of.
This theorem is widely used in the theory of group varieties,combinatorial group theory, and permutation group theory.
In his doctoral dissertation of 1934 he considered permutation groups whose elements are determined by the images of three points.