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Class Summary |
| Abstract Individual |
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| Amount of Matter |
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| AntiRigid Mixin |
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| AntiRigidSortal |
A universal U is anti-rigid if for every instance x of U, x is possibly (in the modal sense) not an instance of U. |
| Category |
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| Characterization |
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| Collective |
Collective are Objects such that their parts exercise the same functional role on the whole. |
| Collective Member |
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| Collective Universal |
A Collective Universal represents a substance sortal whose instances are collectives, i.e., they are collections of complexes that have a uniform structure. |
| Complex |
Complex are Objects such that their instances can be composed of other Complex, since the parties exercise different roles on the whole. |
| Complex Member |
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| Complex Quality |
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| Complex Quality Universal |
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| ComponentOf |
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| Concrete Individual |
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| Derivation |
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| Domain Formal Relation |
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| Endurant |
Endurants are said to be wholly present whenever they are present, i.e., they are in time, in the sense that if we say that in circumstance c1 an endurant e has a property P1 and in circumstance c2 the property P2 (possibly incompatible with P1), it is the very same endurant e that we refer to in each of these situations. |
| Endurant Universal |
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| Formal Relation |
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| Individual |
Individuals are entities that exist instantiating a number of universals and possessing a unique identity. |
| Internal Relation |
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| Intrinsic Moment |
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| Intrinsic Moment Universal |
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| Kind |
A Kind represents a substance sortal whose instances are functional complexes. |
| Material Relation |
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| Mediation |
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| Member |
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| MemberOf |
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| Meronymic |
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| Mixin |
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| Mixin Universal |
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| Mode |
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| Mode Universal |
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| Moment |
Moment denotes what is sometimes named a trope, or an individualized (objectified) property or property in particular. |
| Moment Universal |
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| Monadic Universal |
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| NonRigid Mixin |
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| NonSortal Universal |
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| Object |
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| Phase |
A Phase represents the phased-sortals phase, i.e. anti-rigid and relationally independent universals defined as part of a partition of a substance sortal. |
| Phased QuaIndividual |
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| Proposition |
Proposition is an abstract representation of a class of situations referred by a intentional moment. |
| QuaIndividual |
Set of the intrinsic properties of the role. |
| Quale |
Quales are perceptions or conceptions of an intrinsic moment that can be represented as a point in a quality structure. |
| Quality |
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| Quality Dimension |
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| Quality Domain |
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| Quality Structure |
An attempt to model the relation between intrinsic moments and their representation
in human cognitive structures is presented in the theory of conceptual spaces. |
| Quality Universal |
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| Quantity |
Quantity are Objects that group individuals who are portions of a maximal amount of matter. |
| Quantity Universal |
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| Relational QuaIndividual |
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| Relation Universal |
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| Relator |
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| Relator Universal |
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| Rigid Mixin |
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| Rigid Sortal |
A universal U is rigid if for every instance x of U, x is necessarily (in the modal sense) an instance of U. |
| Role |
A Role represents a phased-sortal role, i.e. anti-rigid and relationally dependent universal. |
| Role Mixin |
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| SemiRigid Mixin |
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| Set |
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| Simple Quality |
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| Simple Quality Universal |
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| Situation |
Situations are special types of endurants. |
| Sortal Universal |
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| SubCollectionOf |
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| Subkind |
A Subkind is a rigid, relationally independent restriction of a substance sortal that carries the principle of identity supplied by it. |
| SubQuantityOf |
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| Substance Sortal |
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| Substantial |
Substantial are existentially independent particulars. |
| Substantial Moment |
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| Substantial Universal |
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| Thing |
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| Universal |
Universals are predicative terms that can possibly be applied to a multitude of individuals, capturing the general aspects of such individuals. |