Examples of 'ordered sets' in a sentence

Meaning of "ordered sets"

ordered sets - In mathematics, ordered sets refer to a collection of elements where an order relation is defined between the elements. The order relation establishes a sequence or arrangement for the elements in the set
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  • plural of ordered set

How to use "ordered sets" in a sentence

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ordered sets
See also examples of partially ordered sets.
Prints ordered sets of the copies.
Partially and totally ordered sets.
Tables hold ordered sets of identically structured information.
Special cases of partially ordered sets are.
This also holds if the ordered sets are countable unions of scattered ordered sets.
Language of partially ordered sets.
Partially ordered sets and sets with other relations have applications in several areas.
These graphs are closely related to partially ordered sets and lattices.
Such partially ordered sets are therefore completely described by their Hasse diagrams.
Generalization to ordered sets.
Pos, partially ordered sets and monotone functions.
A sorted linear hash table may be used to provide deterministically ordered sets.
Subsets of partially ordered sets inherit the order.
The least upper bound property can be generalized to the setting of partially ordered sets.

See also

Incidence algebras of locally finite partially ordered sets are associative algebras considered in combinatorics.
Galois connection, a type of correspondence between two partially ordered sets.
One can also glue together different linearly ordered sets to form a circularly ordered set.
Most partial ordered sets are not lattices, including the following.
Other areas include topology of partially ordered sets and Bruhat orders.
The ordered sets of sumti assigned to every selbri are known as " place structures ".
All order topologies on totally ordered sets are hereditarily normal and Hausdorff.
In mathematics, the concept of a residuated mapping arises in the theory of partially ordered sets.
The maximal totally ordered sets are horizontal lines in ℝ2.
This theorem provides, for example, a technique to characterize elements and gaps in ordered sets.
The specific values of the candidate or ordered sets are shown in table 4.
Which are ordered sets of characters, except that the elements of a list can have.
As mentioned before, domain theory deals with partially ordered sets to model a domain of computation.
Finite, nonempty, totally ordered sets always have least and greatest elements, however.
The Bechers used the term “ typology ” to describe these ordered sets of photographs.
There are 219 partially ordered sets on four labeled elements.

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Examples of using Ordered
I have been ordered to bring you in for questioning
We want the one that she ordered
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