Mathematica's ability to deal with symbolic expressions, as well as numbers, allows you to use it for many kinds of mathematics. Calculus is one example. With Mathematica, ...

Sequence[expr_1, expr_2, ...] represents a sequence of arguments to be spliced automatically into any function.

Derivatives in Mathematica work essentially the same as in standard mathematics. The usual mathematical notation, however, often hides many details. To understand how ...

GeneralizedVariance[matrix] gives the generalized variance for matrix.

These "How tos" give step-by-step instructions for common tasks related to calculus in Mathematica .

CubeConnectedCycle[d] returns the graph obtained by replacing each vertex in a d-dimensional hypercube by a cycle of length d. Cube-connected cycles share many properties ...

DilateVertices[v, d] multiplies each coordinate of each vertex position in list v by d, thus dilating the embedding. DilateVertices[g, d] dilates the embedding of graph g by ...

LeafCount[expr] gives the total number of indivisible subexpressions in expr.

SplineDegree is an option for spline functions and graphics primitives that specifies the degree of polynomial basis to use.

Thread[f[args]] "threads" f over any lists that appear in args. Thread[f[args], h] threads f over any objects with head h that appear in args. Thread[f[args], h, n] threads f ...