Packed into functions like Solve and Reduce are a wealth of sophisticated algorithms, many created specifically for Mathematica. Routinely handling both dense and sparse ...

With its convenient symbolic representation of algebraic numbers, Mathematica's state-of-the-art algebraic number theory capabilities provide a concrete implementation of one ...

Arithmetic Numerical Mathematics in Mathematica The Uncertainties of Numerical Mathematics

MeijerG[{{a_1, ..., a_n}, {a n + 1, ..., a_p}}, {{b_1, ..., b_m}, {b m + 1, ..., b_q}}, z] is the Meijer G function G_p q^m n(z \[VerticalSeparator] {{a_1, ..., a_p}, {b_1, ...

SqrtBox[x] is a low-level box construct that represents the displayed object Sqrt[x] in notebook expressions.

Function Names as Expressions Applying Functions Repeatedly Applying Functions to Lists and Other Expressions

StruveL[n, z] gives the modified Struve function L n (z).

Beta[a, b] gives the Euler beta function \[CapitalBeta](a, b). Beta[z, a, b] gives the incomplete beta function \[CapitalBeta]_z (a, b).

StruveH[n, z] gives the Struve function H n (z).

In many kinds of calculations, you may find yourself typing the same input to Mathematica over and over again. You can save yourself a lot of typing by defining a function ...