Information about Categories (aristotle)
Categories (Lat. Categoriae, Greek κάτέγόρίά) is a text from Aristotle's Organon that enumerates all the possible kinds of thing which can be the subject or the predicate of a proposition.
The Categories places every object of human apprehension under one of ten categories (known to medieval writers as the praedicamenta). They are intended to enumerate everything which can be expressed without composition or structure, thus anything which can be either the subject or the predicate of a proposition.
The text begins with an explication of what is meant by "synonymous," or univocal words, what is meant by "homonymous," or equivocal words, and what is meant by "paronymous," or denominative words. What we say:
Of all the things that exist,
Then we come to the categories themselves, (1)-(4) above being called by the scholastics the antepraedicamenta. Note, however, that although Aristotle has apparently distinguished between being in a subject, and being predicated truly of a subject, in the Prior Analytics these are treated as synonymous. This has led some to suspect that Aristotle was not the author of the Categories.
The ten categories, or classes, are
The first six are given a detailed treatment in four chapters, the last four are passed over lightly, as being clear in themselves. Later texts by scholastic philosophers also reflect this disparity of treatment.
After discussing the categories, four ways are given in which things may be considered contrary to one another. Next, the work discusses five senses wherein a thing may be considered prior to another, followed by a short section on simultaneity. Six forms of movement are then defined: generation, destruction, increase, diminution, alteration, and change of place. The work ends with a brief consideration of the word 'have' and its usage.
Synonyms (in ancient Greek, συν ("syn") = plus and όνομα ("onoma") = name
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In linguistics, a homonym
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The Categories places every object of human apprehension under one of ten categories (known to medieval writers as the praedicamenta). They are intended to enumerate everything which can be expressed without composition or structure, thus anything which can be either the subject or the predicate of a proposition.
The text begins with an explication of what is meant by "synonymous," or univocal words, what is meant by "homonymous," or equivocal words, and what is meant by "paronymous," or denominative words. What we say:
- Is either simple, without composition or structure, such as "man," "horse," "fights," etc.
- Has composition and structure, such as "a man fights," "the horse runs," etc.
Of all the things that exist,
- Some may be predicated of a subject, but are in no subject; as "man" may be predicated of James or John, but is not in any subject.
- Some are in a subject, but can be predicated of no subject. Thus my knowledge in grammar is in me as its subject, but it can be predicated of no subject; because it is an individual thing.
- Some are both in a subject, and may be predicated of a subject, as science, which is in the mind as its subject, and may be predicated of geometry.
- Last, some things can neither be in a subject nor be predicated of any subject. These are individual substances, which cannot be predicated, because they are individuals; and cannot be in a subject, because they are substances.
Then we come to the categories themselves, (1)-(4) above being called by the scholastics the antepraedicamenta. Note, however, that although Aristotle has apparently distinguished between being in a subject, and being predicated truly of a subject, in the Prior Analytics these are treated as synonymous. This has led some to suspect that Aristotle was not the author of the Categories.
The ten categories, or classes, are
- Substance. As mentioned above the notion of "substance" is defined as that which can be said to be predicated of nothing nor be said to be within anything. Hence, "this particular man" or "that particular tree" are substances. Later in the text, Aristotle calls these particulars "primary substances," to distinguish them from "secondary substances," which are universals. Hence, "Socrates" is a primary Substance, while "man" is a secondary substance.
- Quantity. This is the spatial extension of an object. All medieval discussions about the nature of the continuum, of the infinite and the infinitely divisible, are a long footnote to this text. It is of great importance in the development of mathematical ideas in the medieval and late scholastic period.
- Quality This is a determination which characterizes the nature of an object.
- Relation This is the way in which one object may be related to another.
- Place Position in relation to the surrounding environment.
- Time Position in relation to the course of events.
- Position The examples Aristotle gives indicate that he meant a condition of rest resulting from an action: ‘Lying’, ‘sitting’. Thus position may be taken as the end point for the corresponding action. The term is, however, frequently taken to mean the relative position of the parts of an object (usually a living object), given that the position of the parts is inseparable from the state of rest implied.
- State The examples Aristotle gives indicate that he meant a condition of rest resulting from an affection (i.e. being acted on): ‘shod’, ‘armed’. The term is, however, frequently taken to mean the determination arising from the physical accoutrements of an object: one's shoes, one's arms, etc.
- Action The production of change in some other object.
- Affection The reception of change from some other object. It is also known as passivity. It is clear from the examples Aristotle gave for action and for affection that action is to affection as the active voice is to the passive. Thus for action he gave the example, ‘to lance’, ‘to cauterize’; for affection, ‘to be lanced’, ‘to be cauterized.’ The term is frequently misinterpreted to mean a kind of emotion or passion.
The first six are given a detailed treatment in four chapters, the last four are passed over lightly, as being clear in themselves. Later texts by scholastic philosophers also reflect this disparity of treatment.
After discussing the categories, four ways are given in which things may be considered contrary to one another. Next, the work discusses five senses wherein a thing may be considered prior to another, followed by a short section on simultaneity. Six forms of movement are then defined: generation, destruction, increase, diminution, alteration, and change of place. The work ends with a brief consideration of the word 'have' and its usage.
External links
- Categories, translated by E. M. Edghill.
- Categories, translated by E. M. Edghill. (alternate site)
- Categories ch. 1-5, translated by J. L. Ackrill (.pdf file).
- Aristotle's Theory of Categories with an extensive bibliography
See also
Latin}}}
Official status
Official language of: Vatican City
Used for official purposes, but not spoken in everyday speech
Regulated by: Opus Fundatum Latinitas
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ISO 639-1: la
ISO 639-2: lat
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Official status
Official language of: Vatican City
Used for official purposes, but not spoken in everyday speech
Regulated by: Opus Fundatum Latinitas
Roman Catholic Church
Language codes
ISO 639-1: la
ISO 639-2: lat
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Writing system: Greek alphabet
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Official language of: Greece
Cyprus
European Union
recognised as minority language in parts of:
European Union
Italy
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Writing system: Greek alphabet
Official status
Official language of: Greece
Cyprus
European Union
recognised as minority language in parts of:
European Union
Italy
Turkey
Regulated by:
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Aristotle (Greek: Ἀριστοτέλης Aristotélēs) (384 BC – 322 BC) was a Greek philosopher, a student of Plato and teacher of Alexander the Great.
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Organon is the name given by Aristotle's followers, the Peripatetics, to the standard collection of six of his works on logic. The works are Categories, Prior Analytics, De Interpretatione, Posterior Analytics, Sophistical Refutations
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predicate is one of the two main parts of a sentence (the other being the subject, which the predicate modifies). In current linguistic semantics, a predicate is an expression that can be true of something.
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proposition is the content of an assertion, that is, it is true-or-false and defined by the meaning of a particular piece of language. The proposition is independent of the of communication.
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Object may refer to:
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- Object (philosophy), a thing, being or concept
- Physical entity, something that is tangible and within the grasp of the senses
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For the taxonomical term, see .
Synonyms (in ancient Greek, συν ("syn") = plus and όνομα ("onoma") = name
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For the specialised use of homonym in scientific nomenclature, see Homonym (botany) and Homonym (zoology).
In linguistics, a homonym
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A paronym or paronyme in linguistics may refer to two different things:
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- A word that is related to another word and derives from the same root, e.g. a cognate word;
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predicate is either a relation or the boolean-valued function that amounts to the characteristic function or the indicator function of such a relation.
A function P: X→ is called a predicate on X. When P is a predicate on X, we sometimes say P is a property of X.
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A function P: X→ is called a predicate on X. When P is a predicate on X, we sometimes say P is a property of X.
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Grammar is the study of the rules governing the use of a given natural language, and as such a field of linguistics. Traditionally, grammar included morphology and syntax, in modern linguistics commonly expanded by the subfields of phonetics, phonology, orthography, semantics, and
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Science (from the Latin scientia, 'knowledge'), in the broadest sense, refers to any systematic knowledge or practice.[1] Examples of the broader use included political science and computer science, which are not incorrectly named, but rather named according to
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Geometry (Greek γεωμετρία; geo = earth, metria = measure) is a part of mathematics concerned with questions of size, shape, and relative position of figures and with properties of space. Geometry is one of the oldest sciences.
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categories of being or simply categories. According to the Aristotelian tradition, a being is anything that can be said to be in the various senses of this word.
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Scholastic (IPA: /skɒˈlæstɪk/ or /skoʊˈlæstɪk/) is the official student publication of the University of Notre Dame.
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Antepredicaments, in logic, are certain previous matters requisite to a more easy and clear apprehension of the doctrine of predicaments or categories. Such are definitions of common terms, as equivocals, univocals, etc, with divisions of things, their differences, etc.
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Prior Analytics is Aristotle's work on deductive reasoning, part of his Organon, the instrument or manual of logical and scientific methods.
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External links
- at ReiPublicae
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Quantity is a kind of property which exists as magnitude or multitude. It is among the basic classes of things along with quality, substance, change, and relation. Quantity was first introduced as quantum, an entity having quantity.
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Quality in everyday life and business, engineering and manufacturing has a pragmatic interpretation as the non-inferiority, superiority or usefulness of something. This is the most common interpretation of the term.
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Relation may refer to:
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- Relation, a person to whom one is related, i.e. a family member (see also Kinship)
- Relation (mathematics), a generalization of arithmetic relations, such as "=" and "<", that occur in statements, such as "5
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A place is a location in space.
Place may refer to:
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Place may refer to:
- Place (mathematics), an equivalence relation defined on absolute values of an integral domain or field
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time.
One view is that time is part of the fundamental structure of the universe, a dimension in which events occur in sequence, and time itself is something that can be measured.
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One view is that time is part of the fundamental structure of the universe, a dimension in which events occur in sequence, and time itself is something that can be measured.
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Position may refer to:
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- A location in a coordinate system, usually in two or more dimensions; the science of position and its generalizations is topology
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A state is a political association with effective dominion over a geographic area. It usually includes the set of institutions that claim the authority to make the rules that govern the people of the society in that territory, though its status as a state often depends in part on
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Action, is a concept of interest in philosophy, it has developed into a sub-field called philosophy of action. Action is what an agent can do.
For example, throwing a ball is an instance of action; it involves an intention, a goal, and a bodily movement guided by
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For example, throwing a ball is an instance of action; it involves an intention, a goal, and a bodily movement guided by
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Affection is defined by the Random House Dictionary as "disposition or state of mind or body." [1] It has given rise to a number of branches of meaning concerning: emotion (popularly: love, devotion etc); disease; influence; state of being (philosophy) [2] ; and
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Passion is the emotion of feeling very strongly about a subject or person.
Passion can also be used to refer to various forms of emotional suffering, and is often used in this context in Stoicism and some denominations of Buddhism
In Christianity,
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Passion can also be used to refer to various forms of emotional suffering, and is often used in this context in Stoicism and some denominations of Buddhism
In Christianity,
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categories of being or simply categories. According to the Aristotelian tradition, a being is anything that can be said to be in the various senses of this word.
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Categorization is the process in which ideas and objects are recognized, differentiated and understood. Categorization implies that objects are grouped into categories, usually for some specific purpose.
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