InexactNumber
Description
This type of number is intended to serve as a parent class for those types of numbers that are inexactly represented in the computer.
Types of inexact number:
- CC -- the class of all complex numbers
- CCi -- the class of all complex intervals
- RR -- the class of all real numbers
- RRi -- the class of all real intervals
Functions and methods returning an inexact number:
- acos(InexactNumber) -- see acos -- arccosine
- agm(InexactNumber,InexactNumber) -- see agm -- arithmetic-geometric mean
- asin(InexactNumber) -- see asin -- arcsine
- atan(InexactNumber) -- see atan -- compute the arctangent of a number
- atan2(InexactNumber,InexactNumber) -- see atan2 -- compute an angle of a certain triangle
- Beta(InexactNumber,InexactNumber) -- see Beta -- Beta function
- cos(InexactNumber) -- see cos -- compute the cosine
- cosh(InexactNumber) -- see cosh -- compute the hyperbolic cosine
- cot(InexactNumber) -- see cot -- cotangent
- coth(InexactNumber) -- see coth -- hyperbolic cotangent
- csc(InexactNumber) -- see csc -- cosecant
- csch(InexactNumber) -- see csch -- hyperbolic cosecant
- Digamma(InexactNumber) -- see Digamma -- Digamma function
- eint(InexactNumber) -- see eint -- exponential integral
- erf(InexactNumber) -- see erf -- error function
- erfc(InexactNumber) -- see erfc -- complementary error function
- exp(InexactNumber) -- see exp -- exponential function
- expm1(InexactNumber) -- see expm1 -- exponential minus 1
- Gamma(InexactNumber) -- see Gamma -- Gamma function
- Gamma(InexactNumber,InexactNumber) -- see Gamma -- Gamma function
- inverseErf(InexactNumber) -- see inverseErf -- inverse error function
- inverseRegularizedBeta(InexactNumber,InexactNumber,InexactNumber) -- see inverseRegularizedBeta -- inverse of the regularized beta function
- inverseRegularizedGamma(InexactNumber,InexactNumber) -- see inverseRegularizedGamma -- inverse of the upper regularized gamma function
- log(InexactNumber) -- see log -- logarithm function
- log(InexactNumber,InexactNumber) -- see log -- logarithm function
- log1p(InexactNumber) -- see log1p -- logarithm of 1+x
- polylog(InexactNumber,InexactNumber) (missing documentation)
- regularizedBeta(InexactNumber,InexactNumber,InexactNumber) -- see regularizedBeta -- regularized beta function
- regularizedGamma(InexactNumber,InexactNumber) -- see regularizedGamma -- upper regularized gamma function
- sec(InexactNumber) -- see sec -- secant
- sech(InexactNumber) -- see sech -- hyperbolic secant
- sin(InexactNumber) -- see sin -- compute the sine
- sinh(InexactNumber) -- see sinh -- compute the hyperbolic sine
- sqrt(InexactNumber) -- see sqrt -- square root function
- tan(InexactNumber) -- see tan -- compute the tangent
- tanh(InexactNumber) -- see tanh -- compute the hyperbolic tangent
- zeta(InexactNumber) -- see zeta -- Riemann zeta function
Methods that use an inexact number:
- Constant * InexactNumber -- see * -- a binary operator, usually used for multiplication
- InexactNumber * Constant -- see * -- a binary operator, usually used for multiplication
- Constant + InexactNumber -- see + -- a unary or binary operator, usually used for addition
- InexactNumber + Constant -- see + -- a unary or binary operator, usually used for addition
- InexactNumber + RingElement -- see + -- a unary or binary operator, usually used for addition
- RingElement + InexactNumber -- see + -- a unary or binary operator, usually used for addition
- Constant - InexactNumber -- see - -- a unary or binary operator, usually used for negation or subtraction
- InexactNumber - Constant -- see - -- a unary or binary operator, usually used for negation or subtraction
- InexactNumber - RingElement -- see - -- a unary or binary operator, usually used for negation or subtraction
- RingElement - InexactNumber -- see - -- a unary or binary operator, usually used for negation or subtraction
- imaginaryPart(InexactNumber) -- see imaginaryPart -- imaginary part
- lift(Constant,type of InexactNumber) -- see lift -- lift to another ring
- lift(RingElement,type of InexactNumber) (missing documentation)
- precision(InexactNumber) -- see precision
- quotientRemainder(InexactNumber,RingElement) -- see quotientRemainder(RingElement,RingElement) -- quotient and remainder
- quotientRemainder(RingElement,InexactNumber) -- see quotientRemainder(RingElement,RingElement) -- quotient and remainder
- realPart(InexactNumber) -- see realPart -- real part
The source of this document is in Macaulay2Doc/ov_rings.m2:162:0.