401 - 410 of 8969 for wrapping functions around elements of li...Search Results
View search results from all Wolfram sites (536688 matches)
ListCorrelate   (Built-in Mathematica Symbol)
ListCorrelate[ker, list] forms the correlation of the kernel ker with list. ListCorrelate[ker, list, k] forms the cyclic correlation in which the k \[Null]^th element of ker ...
Mathematica's symbolic architecture and dynamic interface make possible a uniquely flexible and convenient approach to charting and information visualization. With ...
RootOfUnityQ   (Built-in Mathematica Symbol)
RootOfUnityQ[a] yields True if a is a root of unity, and yields False otherwise.
Making Definitions for Indexed Objects   (Mathematica Tutorial)
In many kinds of calculations, you need to set up "arrays" that contain sequences of expressions, each specified by a certain index. One way to implement arrays in ...
ArrayRules   (Built-in Mathematica Symbol)
ArrayRules[SparseArray[...]] gives the rules {pos_1 -> val_1, pos_2 -> val_2, ...} specifying elements in a sparse array. ArrayRules[list] gives rules for SparseArray[list].
The Limits of Mathematica   (Mathematica Tutorial)
In just one Mathematica command, you can easily specify a calculation that is far too complicated for any computer to do. For example, you could ask for ...
SpheroidalQS   (Built-in Mathematica Symbol)
SpheroidalQS[n, m, \[Gamma], z] gives the angular spheroidal function QS n, m (\[Gamma], z) of the second kind.
Automatic Loading of Packages   (Mathematica Tutorial)
Other tutorials have discussed explicit loading of Mathematica packages using <<package and Needs[package]. Sometimes, however, you may want to set Mathematica up so that it ...
SpheroidalRadialFactor   (Built-in Mathematica Symbol)
SpheroidalRadialFactor[n, m, c] gives the spheroidal radial factor with degree n and order m.
Hypergeometric1F1   (Built-in Mathematica Symbol)
Hypergeometric1F1[a, b, z] is the Kummer confluent hypergeometric function \[Null]_1 F_1 (a; b; z).
1 ... 38|39|40|41|42|43|44 ... 897 Previous Next

...