when skew is equal to zero, a distribution is said to be symmetric.
when skew is equal to zero, a distribution is said to be symmetric.
when skew is equal to zero a distribution is said to be?
symmetric
skew









































skew may refer to:









































section::::in mathematics.









































bullet::::- skew lines, neither parallel nor intersecting.









































bullet::::- skew normal distribution, a probability distribution









































bullet::::- skew field or division ring









































bullet::::- skew-hermitian matrix









































bullet::::- skew lattice









































bullet::::- skew polygon, whose vertices do not lie on a plane









































bullet::::- infinite skew polyhedron









































bullet::::- skew-symmetric graph









































bullet::::- skew-symmetric matrix









































bullet::::- skew tableau, a generalization of young tableau









































bullet::::- skewness, a measure of the asymmetry of a probability distribution









































bullet::::- shear mapping









































section::::in science and technology.









































bullet::::- skew, also synclinal or gauche in alkane stereochemistry
skew
jeu-de-taquin slides change not only the relative order of the entries of a tableau, but also its shape. in the definition given above, the result of a jeu-de-taquin slide is given as a skew diagram along with a skew standard tableau having it as shape. often, it is better to work with skew shapes rather than skew diagrams. (recall that every skew shape formula_1 gives rise to a skew diagram formula_5, but this is not an injective correspondence because, e. g., the distinct skew shapes formula_6 and formula_7 yield the same skew diagram.) for this reason, it is useful to modify the above definition of a jeu-de-taquin slide in such a way that, when given a skew shape along with a skew standard tableau and an addable cell as an input, it yields a well-defined skew "shape" along with a skew standard tableau at its output. this is done as follows: an inward slide of a skew tableau "t" of skew shape formula_1 into a cell "c" is defined as above when "c" is a corner of formula_9 (that is, when formula_10 is a young diagram), and the resulting skew shape is set to be formula_11 where "d" is the empty cell at the end of the sliding procedure. an outward slide of a skew tableau "t" of skew shape formula_1 into a cell "c" is defined as above when "c" is a cocorner of formula_13 (that is, when formula_14 is a young diagram), and the resulting skew shape is set to be formula_15 where "d" is the empty cell at the end of the sliding procedure.
jeu de taquin