4771 - 4780 of 8694 for parallel form of MapSearch Results
View search results from all Wolfram sites (523493 matches)
KSetPartitions   (Combinatorica Package Symbol)
KSetPartitions[set, k] returns the list of set partitions of set with k blocks. KSetPartitions[n, k] returns the list of set partitions of {1, 2, ..., n} with k blocks. If ...
KSubsetGroup   (Combinatorica Package Symbol)
KSubsetGroup[pg, s] returns the group induced by a permutation group pg on the set s of k-subsets of [n], where n is the index of pg. The optional argument Type can be ...
OrbitInventory   (Combinatorica Package Symbol)
OrbitInventory[ci, x, w] returns the value of the cycle index ci when each formal variable x[i] is replaced by w. OrbitInventory[ci, x, weights] returns the inventory of ...
OrbitRepresentatives   (Combinatorica Package Symbol)
OrbitRepresentatives[pg, x] returns a representative of each orbit of x induced by the action of the group pg on x.
DiscreteMath`RSolve`   (Mathematica Compatibility Information)
The functionality is now available in built-in Mathematica kernel functions RSolve, ZTransform, and Sum. The built-in kernel function SeriesCoefficient now contains the ...
Arithmetic   (Computer Arithmetic Package Symbol)
Arithmetic[] gives a list containing the number of digits of precision, the base, and the options and option values of the arithmetic currently in effect.
FieldExp   (Finite Fields Package Symbol)
FieldExp[f, n] gives the value of the discrete exponential of n associated with the field f.
FieldInd   (Finite Fields Package Symbol)
FieldInd[e] gives the value of the discrete logarithm of e.
PowerList   (Finite Fields Package Symbol)
PowerList[f] gives a list of the data parts of the nonzero elements of the field f.
PolytopeQuartiles   (Multivariate Statistics Package Symbol)
PolytopeQuartiles[{x_1, ..., x_n}] gives a list of the loci of the quartiles of the bivariate data x_1, x_2, ..., where the data have been ordered using convex hulls centered ...
1 ... 475|476|477|478|479|480|481 ... 870 Previous Next

...