Matches in LOV for { ?s ?p ?o. }
- basic versionIRI basic.rdf.
- basic distribution file_basic_2012-06-06.n3.
- basic distribution file_basic_2012-07-24.n3.
- basic distribution file_basic_2013-11-14.n3.
- basic distribution file_basic_2014-06-05.n3.
- basic distribution file_basic_2014-08-28.n3.
- basic keyword "Methods".
- Acceleration type Class.
- Acceleration comment "Measure of rate of change of velocity".
- Acceleration isDefinedBy basic.
- Acceleration label "Acceleration".
- Acceleration subClassOf Measure.
- Angle type Class.
- Angle comment "measure of arc length or rotation".
- Angle isDefinedBy basic.
- Angle label "Angle".
- Angle subClassOf Measure.
- AngularVelocity type Class.
- AngularVelocity comment "Measure of rate of change of angular position".
- AngularVelocity isDefinedBy basic.
- AngularVelocity label "AngularVelocity".
- AngularVelocity subClassOf Measure.
- Area type Class.
- Area comment "Measure of 2-D extent".
- Area isDefinedBy basic.
- Area label "Area".
- Area subClassOf Measure.
- Boolean type Datatype.
- Boolean comment "Truth value. Most valuable in the predicate calculus, where items are either True or False, unless they are ill formed.".
- Boolean isDefinedBy basic.
- Boolean label "boolean".
- Boolean equivalentClass boolean.
- CharacterString type Datatype.
- CharacterString comment "sequence of characters".
- CharacterString isDefinedBy basic.
- CharacterString label "characterString".
- CharacterString equivalentClass string.
- Currency type Class.
- Currency comment "Measure of exchange value".
- Currency isDefinedBy basic.
- Currency label "Currency".
- Currency subClassOf Measure.
- Date type Datatype.
- Date comment "Temporal position expressed with precision of days".
- Date isDefinedBy basic.
- Date label "date".
- Date equivalentClass date.
- DateTime type Datatype.
- DateTime comment "Temporal position expressed as a time and date".
- DateTime isDefinedBy basic.
- DateTime label "dateTime".
- DateTime equivalentClass dateTime.
- Decimal type Datatype.
- Decimal comment "The usually finite representation of a decimal number. It differs from the common binary Real implementation in that it can represent 1/10 (one-tenth) without error, while binary real representation can only represent powers of 1/2 (one-half) exactly. Since many currencies are decimal, these representations are preferred in dealing with such moneys. This is also true for mile markers, which are often given in decimals.\n\nCan be thought of as an integer part followed by a fractional part given in multiples of powers of 1/10 (tenths).".
- Decimal isDefinedBy basic.
- Decimal label "decimal".
- Decimal equivalentClass decimal.
- Distance type Class.
- Distance comment "Measure of spatial separation along some 1-D manifold".
- Distance isDefinedBy basic.
- Distance label "Distance".
- Distance subClassOf Length.
- Integer type Datatype.
- Integer comment "An exact integer value, with no fractional part. ".
- Integer isDefinedBy basic.
- Integer label "integer".
- Integer equivalentClass integer.
- Length type Class.
- Length comment "Measure of 1-D extent".
- Length isDefinedBy basic.
- Length label "Length".
- Length subClassOf Measure.
- LocalName type Datatype.
- LocalName comment "Name in some local context".
- LocalName isDefinedBy basic.
- LocalName label "localName".
- LocalName equivalentClass NCName.
- Mass type Class.
- Mass comment "Measure of amount of substance".
- Mass isDefinedBy basic.
- Mass label "Mass".
- Mass subClassOf Measure.
- Measure type Class.
- Measure comment "Scaled number".
- Measure isDefinedBy basic.
- Measure label "Measure".
- Measure label "Mesure".
- Measure subClassOf B29ccca63342728fb1758266224e060d1.
- Measure subClassOf B4ffd12791ae766e56cd3b8d2925f2a53.
- Measure disjointWith UnitOfMeasure.
- Number type Datatype.
- Number comment "Note: integer is a specialization of decimal".
- Number comment "The set of numbers".
- Number isDefinedBy basic.
- Number label "Number".
- Number equivalentClass Be13967841e415b8131c32f5a2730dff6.
- Real type Datatype.
- Real comment "The common binary Real finite implementation using base 2. Since such reals can approximate any measure where absolute accuracy is not possible, this form of numeric is most often used for measures. In cases were absolute accuracy is needed, such as currencies, then a decimal representation may be preferred (assuming the currency is decimal, such as the US dollar, British pound, etc.). Where there are no subunits possible, Integer numbers may be preferred. \n\nCan be thought of as an integer part followed by a fractional part given in multiples of powers of 1/2 (halves).".
- Real isDefinedBy basic.
- Real label "realNumber".