Number API Functions: Unterschied zwischen den Versionen

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''aNumber'' isInfinite => Boolean
''aNumber'' isInfinite => Boolean
Check if number is NaN ("''Not a Number''"):
Check if number is NaN ("''Not a Number''"):
''aNumber'' isFinite => Boolean
''aNumber'' isNaN => Boolean

Sign checks:
''aNumber'' negative => Boolean; same as aNumber < 0
''aNumber'' positive => Boolean; same as aNumber >= 0
''aNumber'' strictlyPositive => Boolean; same as aNumber > 0

Misc Properties:
''anInteger'' isPrime => Boolean
''anInteger'' isPowerOf2 => Boolean; (true if there exists an n, such that 2ˆn equals the number)
''anInteger'' isPowerOf:x => Boolean; (true if there exists an n, such that xˆn equals the number)

Queries
''anInteger'' nextPrime => anInteger
''anInteger'' nextPowerOf2 => anInteger


=== Arithmetic ===
=== Arithmetic ===

Version vom 31. August 2019, 10:12 Uhr

This document lists most useful (and most often needed) functions. Be aware, that there are many more to be found in either the class references or via the builtin class browser.

Reference: Integer Float Fraction FixedPoint Complex which all inherit from Number

Back to Useful API Functions

Testing[Bearbeiten]

Check if number is not infinity and not NaN:

aNumber isFinite    => Boolean

Check if number is either positive infinity (INF) or negative infinity (-INF):

aNumber isInfinite  => Boolean

Check if number is NaN ("Not a Number"):

aNumber isNaN    => Boolean

Sign checks:

aNumber negative => Boolean; same as aNumber < 0
aNumber positive => Boolean; same as aNumber >= 0
aNumber strictlyPositive => Boolean; same as aNumber > 0

Misc Properties:

anInteger isPrime => Boolean
anInteger isPowerOf2  => Boolean; (true if there exists an n, such that 2ˆn equals the number)
anInteger isPowerOf:x => Boolean; (true if there exists an n, such that xˆn equals the number)

Queries

anInteger nextPrime => anInteger
anInteger nextPowerOf2 => anInteger

Arithmetic[Bearbeiten]

The usual arithmetic operators. Notice, that they are evaluated left to right, without special precedences. Thus you should always use parentheses to group expressions when are than one operator is in an arithmetic expression.

aNumber + aNumber  => Number
aNumber - aNumber  => Number
aNumber * aNumber  => Number
aNumber / aNumber  => Number

Truncated result (towards the next smaller integer i.e. towards negative infinity):

aNumber // aNumber  => Integer

Examples:

 100 // 3
 => 33
 -100 // 3
 => -34



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