Examples of using Permutation in English and their translations into Korean
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Colloquial
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Ecclesiastic
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Ecclesiastic
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Programming
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Computer
Josephus permutation.
A permutation of the names resulted in Harold Scott MacDonald Coxeter.
Josephus permutation.
Wielandt's research work continued on finite groups and on permutation groups.
And the permutation is gone.
Define a function that generates the reversal permutation of degree.
Where L is a permutation of a lower triangular matrix with ones on its diagonal and U is an upper triangular matrix.
Same reader as Permutation City.
In particular, when m= n+ 1{\displaystyle m=n+1}, there is exactly one dominating cyclic permutation.
Generate the base-3 digit-reversal permutation for lists of 9 elements.
It was on the topic of permutation groups that Wielandt wrote his doctoral dissertation and he was awarded a doctorate in 1935.
Each of these X's was the start of a dominating cyclic permutation before anything was removed.
But an optional column permutation, triggered by the presence of a third output argument, is useful for detecting singularity or rank deficiency.
This theorem is widely used in thetheory 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.
Permutation of the Last Layer(PLL)- The final stage involves moving the pieces of the top layer while preserving their orientation.
Pólya's work using generating functions and permutation groups to enumerate isomers in organic chemistry was of fundamental importance.
Generate a suite of individual HTML pages; each one with a single DOM element and some permutation of CSS properties attached to it.
In fact Cauchy had written a major work on permutation groups between 1813 and 1815 and in it he generalised some of Ruffini's results.
What's really interesting about this, is that it's not just the box-shadow property itself, but rather that specific value permutation.
It started as the theory of permutation groups, but now the general theory of groups does not suppose that elements of groups should be permutations. .
During the 1973-74 academic year,Professor Leonard Carlitz gave a colloquium in our department concerning permutation polynomials over finite fields….
He also considered permutation groups of small degree, groups having a small number of conjugacy classes, multiply transitive groups, and characteristic subgroups of finite groups.
In addition to explainthe history of the same and the algorithms of replacement employees to achieve the confusion, and permutation or transposition for the dissemination;
And up here, the way we would write this permutation, we would say, well, how many ways can we fit 7 people into 3 chairs if we care about what chair they're sitting in?
During these years he devoted most of his time to his students, to his research activity on permutation groups, and to his newly cultivated interest in computer algebra.
Another permutation of this scenario, is that you are a competent older sister, but because of cultural reasons(or just plain sexism), your less-than-wonderful younger brother garners all the attention.
Cauchy was asked to report on the work, which studied subgroups of low index in the symmetric group, and it clearly led him to return to study permutation groups himself.
Other areas he wrote on included algebra(where among other topics he studied the theory of permutation matrices), geometry, mathematical and numerical analysis, probability theory and mathematical statistics.
In 1884 he published his next paper on finite groups in which he proved Sylow 's theorems for abstract groups( Sylow had proved his theorem as a result about permutation groups in his original paper).