hasSubset

P5797 predicate

Indicates that one set is entirely contained within another set, with all elements of the first set also belonging to the second.

Aliases (6)
  • subsetOf ×7
  • includesSubclass ×5
  • areSubsetOf ×3
  • belongsToSubset ×1
  • subsetIncludes ×1
  • subsetRelation ×1

Sample triples (38)
Subject Object
Actinopterygii Chondrostei ("includesSubclass")
Actinopterygii Cladistia ("includesSubclass")
Actinopterygii Neopterygii ("includesSubclass")
Ada (programming language) SPARK Ada
Alexandrian text-type proto-Alexandrian text
Annelida Hirudinea ("includesSubclass")
Annelida Oligochaeta ("includesSubclass")
BEL ISO 3166-1 ("belongsToSubset")
Byzantine text-type Byzantine subgroups identified by von Soden and others
Byzantine text-type Kappa (K) family of manuscripts
Gaussian integers complex numbers ("subsetOf")
Gaussian integers ("subsetOf")
Java Platform, Standard Edition Java Platform, Enterprise Edition ("subsetOf")
Kanji jinmeiyō kanji
Kanji jōyō kanji
National Historic Landmark National Register of Historic Places listings ("subsetOf")
Platonic solids convex polyhedra ("areSubsetOf")
Platonic solids regular polyhedra ("areSubsetOf")
Portable Document Format PDF/A
Portable Document Format PDF/E
Portable Document Format PDF/UA
Portable Document Format PDF/VT
Portable Document Format PDF/X
Riemann integral Lebesgue integrable functions on a finite interval ("subsetOf")
Separatists Pilgrims ("subsetIncludes")
Shakespeare quartos Pavier quartos
Shakespeare quartos bad quartos
Shakespeare quartos first quartos
Shakespeare quartos good quartos
Shakespeare quartos second quartos
Surreal numbers day-n numbers (numbers born on day n in the construction)
UC Berkeley faculty faculty of the University of California ("subsetOf")
Unicode Scalar Values Unicode code points ("areSubsetOf")
Zermelo set theory Zermelo–Fraenkel set theory with choice ("subsetOf")
spacetime manifold null curves
spacetime manifold spacelike hypersurfaces
spacetime manifold timelike curves
von Neumann universe for each α, V_α ⊂ V ("subsetRelation")

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