Mathematica provides a carefully chosen set of functions for accessing elements of lists either using indices or positions, or using patterns or criteria for their values.
BetaRegularized[z, a, b] gives the regularized incomplete beta function I_z (a, b).
Mathematica normally assumes that variables which appear in equations can stand for arbitrary complex numbers. But when you use Reduce, you can explicitly tell Mathematica ...
Mathematica lets you create your own custom interfaces, using its uniquely straightforward symbolic interface-building technology. You can build simple interactive ...
HeavisideLambda[x] represents the triangle distribution \[CapitalLambda](x) which is nonzero for |x| < 1.HeavisideLambda[x_1, x_2, ...] represents the multidimensional ...
HeavisidePi[x] represents the box distribution \[CapitalPi](x), equal to 1 for |x| < 1/2 and 0 for |x| > 1/2.HeavisidePi[x_1, x_2, ...] represents the multidimensional box ...
JacobiAmplitude[u, m] gives the amplitude am(u \[VerticalSeparator] m) for Jacobi elliptic functions.
GammaRegularized[a, z] is the regularized incomplete gamma function Q(a, z).
CauchyDistribution[a, b] represents a Cauchy distribution with location parameter a and scale parameter b.
n!! gives the double factorial of n.