"superproperty" meaning in English

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      "expansion": "super- + property",
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  ],
  "etymology_text": "From super- + property.",
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      "tags": [
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  "lang_code": "en",
  "pos": "noun",
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        {
          "text": "Coordinate term: subproperty"
        },
        {
          "ref": "2005, Lee W. Lacy, Owl: Representing Information Using the Web Ontology Language, Victoria, BC: Trafford Publishing, page 120",
          "text": "Just as a classes can be specialized with subclass relationships, properties can be specialized with subproperties. The “rdfs:subPropertyOf” property is used to specify a specialization relationship between properties. The described property is a subproperty of the indicated superproperty.",
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      ],
      "glosses": [
        "A higher-level property in a hierarchy of properties."
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          "properties",
          "property"
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      "raw_glosses": [
        "(computing) A higher-level property in a hierarchy of properties."
      ],
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        "engineering",
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          "name": "English terms prefixed with super-",
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          "ref": "1999, Seán Dineen, “Polynomials”, in Complex Analysis on Infinite Dimensional Spaces (Springer Monographs in Mathematics), London: Springer, page 56",
          "text": "For our second principle we need the concept of superproperty. If (P) is a property of infinite dimensional Banach spaces, e.g. reflexivity, cotype, etc. we say that the infinite dimensional Banach space E has super (P) if any infinite dimensional Banach space F, F#x5C;hookrightarrowE, has property (P). If (P) = super (P), i.e. if a Banach space has super (P) if and only if it has (P) we call (P) a superproperty.",
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      "glosses": [
        "A property of an infinite dimensional Banach space E such that for any infinite dimensional Banach space F, F↪E, has that same property."
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          "Banach space",
          "Banach space"
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      "qualifier": "functional analysis",
      "raw_glosses": [
        "(functional analysis) A property of an infinite dimensional Banach space E such that for any infinite dimensional Banach space F, F↪E, has that same property."
      ]
    }
  ],
  "word": "superproperty"
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  "etymology_text": "From super- + property.",
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      "tags": [
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          "text": "Coordinate term: subproperty"
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          "text": "Just as a classes can be specialized with subclass relationships, properties can be specialized with subproperties. The “rdfs:subPropertyOf” property is used to specify a specialization relationship between properties. The described property is a subproperty of the indicated superproperty.",
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        "A higher-level property in a hierarchy of properties."
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        "(computing) A higher-level property in a hierarchy of properties."
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          "text": "For our second principle we need the concept of superproperty. If (P) is a property of infinite dimensional Banach spaces, e.g. reflexivity, cotype, etc. we say that the infinite dimensional Banach space E has super (P) if any infinite dimensional Banach space F, F#x5C;hookrightarrowE, has property (P). If (P) = super (P), i.e. if a Banach space has super (P) if and only if it has (P) we call (P) a superproperty.",
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        "(functional analysis) A property of an infinite dimensional Banach space E such that for any infinite dimensional Banach space F, F↪E, has that same property."
      ]
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  "word": "superproperty"
}