## disjoint

Overview page. Subjects: Computing.

A term applied to two sets that have no element in common, i.e. such that the intersection of the sets results in the empty set. A number of sets are said to be mutually disjoint if each...

## disjoint

in** The Oxford Dictionary of Philosophy**

January 2016; p ublished online March 2016 .

Reference Entry. Subjects: Philosophy. 12 words.

Two sets are disjoint if they have no member in common.

## disjoint

in** The Oxford Dictionary of Philosophy**

January 2008; p ublished online January 2008 .

Reference Entry. Subjects: Philosophy. 12 words.

Two sets are disjoint if they have no member in common.

## disjoint

in** The Concise Oxford Dictionary of Mathematics**

January 2009; p ublished online January 2009 .

Reference Entry. Subjects: Pure Mathematics. 18 words.

Sets *A* and *B* are disjoint if they have no elements in common; that is, if *A*∩*B*=Ø.

## disjoint

in** The Concise Oxford Dictionary of Mathematics**

January 2014; p ublished online September 2014 .

Reference Entry. Subjects: Pure Mathematics. 21 words.

Sets *A* and *B* are disjoint if they have no elements in common; that is, if *A*∩*B*=Ø....

## disjoint

Overview page. Subjects: Computing.

A term applied to two sets that have no element in common, i.e. such that the intersection of the sets results in the empty set. A number of sets are said to be mutually disjoint if each...

## pairwise disjoint

in** The Concise Oxford Dictionary of Mathematics**

January 2014; p ublished online September 2014 .

Reference Entry. Subjects: Pure Mathematics. 44 words.

Sets *A*
_{1}, *A*
_{2},…, *A*
_{
n
} are said to be pairwise disjoint if *A*
_{
i
} ∩ *A*
_{null...}

## almost disjoint

in** The Concise Oxford Dictionary of Mathematics**

January 2014; p ublished online September 2014 .

Reference Entry. Subjects: Pure Mathematics. 36 words.

Two sets are almost disjoint if their intersection is finite (or small in some other defined sense). A collection of subsets is said to be almost disjoint if they are ...

## pairwise disjoint

in** The Concise Oxford Dictionary of Mathematics**

January 2009; p ublished online January 2009 .

Reference Entry. Subjects: Pure Mathematics. 42 words.

Sets *A*
_{1}, *A*
_{2},…, *A*
_{
n
} are said to be pairwise disjoint if *A*
_{
i
} ∩ *A*

## pairwise disjoint

Overview page. Subjects: Mathematics.

Sets *A*
_{1}, *A*
_{2},…, *A*
_{
n
} are said to be pairwise disjoint if *A*
_{
i
} ∩ *A*
_{null...}

## disjoint

in** A Dictionary of Computer Science**

January 2016; p ublished online January 2016 .

Reference Entry. Subjects: Computing. 43 words.

A term applied to two sets that have no element in common, i.e. such that the *intersection of the sets results in the ...

## disjoint

in** A Dictionary of Computing**

January 2008; p ublished online January 2008 .

Reference Entry. Subjects: Computing. 41 words.

A term applied to two sets that have no element in common, i.e. such that the *intersection of the

## Exploiting disjointness axioms to improve semantic similarity measures

in** Bioinformatics**

November 2013; p ublished online September 2013 .

Journal Article. Subjects: Bioinformatics and Computational Biology. 5021 words.

**Motivation**: Representing domain knowledge in biology has traditionally been accomplished by creating simple hierarchies of classes with textual annotations. Recently,...

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** » ** abstract

## mutually disjoint

in** The Concise Oxford Dictionary of Mathematics**

January 2009; p ublished online January 2009 .

Reference Entry. Subjects: Pure Mathematics. 4 words.

## mutually disjoint

in** The Concise Oxford Dictionary of Mathematics**

January 2014; p ublished online September 2014 .

Reference Entry. Subjects: Pure Mathematics. 5 words.

##
disjoint *adj*

in** The Oxford Dictionary of Original Shakespearean Pronunciation**

March 2016; p ublished online October 2016 .

Reference Entry. Subjects: Shakespeare Studies and Criticism. 6 words.

dɪsˈdʒǝɪnt

**sp** disioynt^{1}, dis-ioynt^{1}

## Disjoint and reflexive prominent internal possessor constructions in Chimane

in** Prominent Internal Possessors**

March 2019; p ublished online May 2019 .

Chapter. Subjects: Grammar, Syntax and Morphology; Linguistic Theories. 9720 words.

This chapter examines two types of prominent internal possessor constructions in Chimane (unclassified, Bolivia). In the first type, possessors internal to object arguments which are...

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** » ** abstract

## Set-to-Set Disjoint Paths Routing in Hierarchical Cubic Networks

in** The Computer Journal**

February 2014; p ublished online January 2013 .

Journal Article. Subjects: Computer Science. 0 words.

Due to its simplicity, the hypercube topology is popular as interconnection network of parallel systems. However, due to physical restrictions of the number of links per node, this topology...

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** » ** abstract

## Node-to-Set Disjoint Paths in Biswapped Networks

in** The Computer Journal**

July 2014; p ublished online April 2013 .

Journal Article. Subjects: Computer Science. 0 words.

The node-to-set disjoint paths problem in a *k*-connected network Ω is defined as follows: given a node *s* and a set of *k* other nodes *t*
_{1}, *t*
_{2}, … , *t*
_{null...}

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** » ** abstract

## Linear-Time Self-Stabilizing Algorithms for Disjoint Independent Sets

in** The Computer Journal**

November 2013; p ublished online September 2012 .

Journal Article. Subjects: Computer Science. 0 words.

A set *S* of nodes in a graph *G* = (*V*,*E*) is *independent* if no two nodes in *S* are adjacent. We present two types of self-stabilizing algorithms for finding disjoint independent sets *R* and *B*. In...

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** » ** abstract

## PCA disjoint models for multiclass cancer analysis using gene expression data

in** Bioinformatics**

March 2003; p ublished online March 2003 .

Journal Article. Subjects: Bioinformatics and Computational Biology. 0 words.

Motivation: Microarray expression profiling appears particularly promising for a deeper understanding of cancer biology and to identify molecular signatures supporting the histological...

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** » ** abstract