The Integers are the real numbers with no fractional part. They are the numbers that can be reached by starting with $0$ and $1$ and repeatedly taking all possible sums and products.

The integers are the set:


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PascalsTriangle
PerfectNumber
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PiIsIrrational
PierreDeFermat
PrimeNumber
Pythagoras
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RationalisingTheDenominator
RealNumber
ReducingFractionsToLowestTerms
SquareNumber
SquareRoot
SubtractingRationalNumbers
SubtractingWholeNumbers
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Surd
TimeComplexity
TranscendentalNumber
TransfiniteNumbers
UncountableSet
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AddingRealNumbers
AlgebraicNumber
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AssociativeOperation
BinaryRelation
BirthdayProblem
CommonFactor
CompositeNumber
ContinuedFraction
ContinuumHypothesis
CountableSet
CountingNumber
DifferenceOfTwoSquares
DiophantineEquation
DividingWholeNumbers
Divisor
DomainOfAFunction
EIsIrrational
Factorial
FactoringIntegers
FermatsLastTheorem
FermatsLittleTheorem
IrrationalNumber
MathematicsTaxonomy
MixedNumber
ModuloArithmetic
MultiplyingFractions
NaturalNumber
RationalNumber
RootTwoIsIrrational
TypesOfNumber
WholeNumber
ZeroFactorial

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Integer
RealNumber
(none) (none) AlgebraicNumber
CauchySequence
ContinuedFraction
DedekindCut
IrrationalNumber
RationalNumber
TranscendentalNumber

Local neighbourhood - D3


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