Additional Classes#
General concepts
See also: https://en.wikipedia.org/wiki/Power_of_a_test
See also: https://en.wikipedia.org/wiki/Sample_size_determination
- User defined functions based on multiple precision arithmetic (Python)
- Overview
- Double-precision arithmetic (
fpmlib) - Binary floating-point in arbitrary-precision and with arbitrary exponent (
mpmlib) - Interval arithmetic in arbitrary-precision and with arbitrary exponent (
ipmlib) - Decimal floating-point in arbitrary-precision with limited exponent (
dpmlib) - Rational numbers (quotients) in arbitrary-precision (
qpmlib) - Binary floating-point in arbitrary-precision with limited exponent (
gpmlib) - Binary balls in arbitrary-precision and with arbitrary exponent (
apmlib)
- User defined functions based on fixed precision arithmetic (C#)
- Scalar functions with
DoubleandComplex:m53libandm53libc - Binary floating point, single precision:
slibandslibc - Binary floating point, double precision:
dlibanddlibc - Binary floating point, extended precision:
elibandelibc - Binary floating point, quadruple precision:
qlibandqlib - Binary floating point, octuple precision:
olibandolibc
- Scalar functions with
- User defined functions based on arbitrary precision arithmetic (C#)
- Binary floating point, multiple precision:
mlib,mlibc - Binary floating point, single precision:
sflibandsflibc - Binary floating point, double precision:
dflibanddflibc - Binary floating point, extended precision:
eflibandeflibc - Binary floating point, quadruple precision:
qflibandqflibc - Binary floating point, octuple precision:
oflibandoflibc - Binary floating point, multiple precision:
mflib,mflibc - Binary arbitrary precision ball:
aflibandaflibc
- Binary floating point, multiple precision:
- Scalar functions
- Real and complex sine
- Quadratic equation
- Monic cubic equation
- Cubic equation
- Quartic equation
- Transscribed from Julia: complex elliptic functions in double precision
- Transscribed from Julia: complex hurwitz function, and related, in double precision
- Speeedups for iterative algorithms which require an initial guess
- Examples for matrix functions