Examples of using Is a subset in English and their translations into Italian
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Financial
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Colloquial
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Official
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Medicine
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Ecclesiastic
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Ecclesiastic
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Computer
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Programming
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Official/political
They are all derived from corporate governance principles in the recognition that risk management is a subset of an organization's internal controls.
Avoidable death rate: the avoidable death rate is a subset of causes of death,
This is a subset of data from our database-- just 50,000 out of several million-- and the social graph that connects them through publicly available sources.
Subfield: A"subfield" of a field"F" is a subset of"F" which is closed under the field operation+ and* of"F"
The empty set is a subset of every set and every set is a subset of itself::*∅⊆"A.
E) is a subset of the vertices, C⊆ V,
for quarterly data and is a subset of the values specified in the code list CL_FREQ.
Autonomous servers can also synchronize updates for a set of languages that is a subset of the set synchronized by their upstream server.
The TVC-naïve is a subset of the TVC that includes women with normal cytology,
Definitions===== Interior point===If"S" is a subset of a Euclidean space,is an interior point of"S" if there exists an open ball centered at"x" which is completely contained in"S.">
ESBPCS-Dates is a subset of ESBPCS(ESB Professional Computation Suite) containing Components
Therefore, E{\displaystyle E} is a subset of P( X)∖{∅}{\displaystyle{\mathcal{P}}(X)\setminus\{\emptyset\}},
If S is a subset of a Euclidean space,
The thus measured value is greater than the European because the media is made on a volume that is a subset of the European and which contains the maximum peak exposure.
class of functions whose domain is a subset of the surreals satisfying the transitivity rule∀g∈ dom f(∀h∈ dom g(h∈ dom f))
also known as a vector subspace is a vector space that is a subset of some other(higher-dimension) vector space.
Development category, which is a subset of the Internet category which in itself is a subset of the Computers category.
Since every set is a subset of this latter class,is greater than the cardinality of any set: it is more infinite than any true infinity.">
For example, it is not the case either that R is a subset of P nor that P is a subset of R. It follows immediately from the definition of equality of sets above that,