NonNegativeRational

fraction.spad line 602 [edit on github]

NonNegativeRational is domain of nonnegative rational numbers.

* : (%, %) -> %

from LeftModule(%)

* : (NonNegativeInteger, %) -> %

from AbelianMonoid

* : (PositiveInteger, %) -> %

from AbelianSemiGroup

+ : (%, %) -> %

from AbelianSemiGroup

0 : () -> %

from AbelianMonoid

1 : () -> %

from MagmaWithUnit

< : (%, %) -> Boolean

from PartialOrder

<= : (%, %) -> Boolean

from PartialOrder

= : (%, %) -> Boolean

from BasicType

> : (%, %) -> Boolean

from PartialOrder

>= : (%, %) -> Boolean

from PartialOrder

^ : (%, NonNegativeInteger) -> %

from MagmaWithUnit

^ : (%, PositiveInteger) -> %

from Magma

antiCommutator : (%, %) -> %

from NonAssociativeSemiRng

coerce : % -> OutputForm

from CoercibleTo(OutputForm)

convert : % -> InputForm

from ConvertibleTo(InputForm)

inf : (%, %) -> %

from OrderedAbelianMonoidSup

latex : % -> String

from SetCategory

leftPower : (%, NonNegativeInteger) -> %

from MagmaWithUnit

leftPower : (%, PositiveInteger) -> %

from Magma

leftRecip : % -> Union(%, "failed")

from MagmaWithUnit

max : (%, %) -> %

from OrderedSet

min : (%, %) -> %

from OrderedSet

one? : % -> Boolean

from MagmaWithUnit

opposite? : (%, %) -> Boolean

from AbelianMonoid

recip : % -> Union(%, "failed")

from MagmaWithUnit

rightPower : (%, NonNegativeInteger) -> %

from MagmaWithUnit

rightPower : (%, PositiveInteger) -> %

from Magma

rightRecip : % -> Union(%, "failed")

from MagmaWithUnit

sample : () -> %

from AbelianMonoid

smaller? : (%, %) -> Boolean

from Comparable

subtractIfCan : (%, %) -> Union(%, "failed")

from CancellationAbelianMonoid

sup : (%, %) -> %

from OrderedAbelianMonoidSup

zero? : % -> Boolean

from AbelianMonoid

~= : (%, %) -> Boolean

from BasicType

OrderedSet

RightModule(%)

Monoid

SemiGroup

OrderedCancellationAbelianMonoid

CancellationAbelianMonoid

LeftModule(%)

OrderedAbelianMonoidSup

BasicType

Magma

NonAssociativeSemiRng

SemiRing

NonAssociativeSemiRing

SetCategory

AbelianSemiGroup

Comparable

CommutativeStar

AbelianMonoid

OrderedAbelianMonoid

BiModule(%, %)

PartialOrder

TwoSidedRecip

MagmaWithUnit

CoercibleTo(OutputForm)

SemiRng

OrderedAbelianSemiGroup

ConvertibleTo(InputForm)