Meaning

(computing) A higher-level property in a hierarchy of properties..

Definitions by Sense

1. (computing) A higher-level property in a hierarchy of properties.
2. (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.

Example Sentences

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.

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#92;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.

Word Forms

• superproperties

When Should You Use Superproperty?

Use superproperty when its meaning, tone and grammar fit the full sentence. A synonym is not always a direct replacement.

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