Ontologies Flashcards

1
Q

what are 2 disadvantages of propositional logic?

A
  1. quite hard to construct and quite hard to read

2. becomes very big even for small problems

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2
Q

3 elements used in ontology

A
  1. classes - name and set of properties that describe a certain set of individuals in the domain
  2. instances - members of the set defined by classes
  3. properties - assert facts about the instances
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3
Q

whats a transitive property?

A

if it holds for p1 & p2 and p2 & p3 it also holds for p1 & p3
> e.g. colleagues, team members

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4
Q

whats a symmetric property?

A

symmetric property: if it holds for p1,p2 it also holds for p2,p1
> e.g. friend

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5
Q

whats a functional property?

A

functional property: if it holds for p1,p2 it cannot hold for p1,p3
> e.g. mother

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6
Q

when are two classes equivalent?

A

two classes are equivalent when they contain the same individuals and have the same definition

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7
Q

when are two classes complementary?

A

two classes are complementary if one class contains all the individuals that are not in the other class

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8
Q

when are two classes disjoint?

A

two classes are disjoint when they do not contain the same individuals

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9
Q

union and intersection - mapped to logic?

A

union - a OR b

intersection - a AND b

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10
Q

whats an asymmetric property?

A

an asymmetric property NEVER holds in both directions

> is p(x,y) holds then p(y,x) never holds

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11
Q

whats an inverse functional property?

A

the value for the property uniquely identifies the instance

> if p(x,y) and p(z,y) then x = z

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12
Q

whats a reflexive property?

A

reflexive property: every individual is always related to itself by property
> for every x p(x,x) holds

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13
Q

whats an irreflexive property?

A

irreflexive property: no individual is ever related to itself by that property
>for every x p(x,x) does not hold

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14
Q

whats an inverse property?

A

inverse property: one property is always the inverse of the other property
>if inverse(p,q) and p(x,y) then q(y,x) always holds

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