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48 Cards in this Set
- Front
- Back
A PRIORI
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Knowledge that is acquired/justified independent of (sense) experience. E.G. All squares have four sides. |
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A POSTERIORI
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Knowledge that is acquired/justified via (sense) experience. E.G. Snow is cold. |
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ANALYTIC PROPOSITION
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A proposition that is true in virtue of the meanings of the words. E.G. Bachelors are unmarried men.
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SYNTHETIC PROPOSITION
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A proposition that is true in virtue of the way the world is. E.G. Causes have effects. |
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CONTINGENT TRUTH
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A truth that could be/have been otherwise and is therefore not true in all possible worlds. E.G. My name is Pam. |
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NECESSARY TRUTH
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A truth that could not be otherwise and is therefore true in all possible worlds. E.G. 2+2=4 |
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INNATISM
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The view that we have some innate knowledge and/or concepts. For something to be innate it would be present from birth. |
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HUME'S FORK
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Hume's division of knowledge in to 'relations of ideas' and 'matters of fact'. Although Hume accepts 'relations of ideas' are known a priori - they are trivial. |
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EMPIRICISM
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The view that all significant knowledge and concepts are acquired via sense experience. |
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INDUCTIVE ARGUMENT
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An inductive argument concludes with a generalisation based on particular cases/examples. Therefore, even if its premises are true, its conclusion could still be false. |
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DEDUCTIVE ARGUMENT
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A deductive argument draws a particular conclusion from a generalisation. Therefore, if the premises are true, the conclusion cannot be false. |
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PROPOSITIONAL KNOWLEDGE
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Knowledge that something is or is not the case. E.G. Eagles are not reptiles. |
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ABILITY KNOWLEDGE
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Knowing 'how' to do something. E.G. Knowing how to solve a quadratic equation. |
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ACQUAINTANCE KNOWLEDGE
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Knowing where something is or who someone is. E.G. I know Michael Lacewing. |
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TRIPARTITE DEFINITION
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Plato's definition of knowledge as a 'justified, true belief'. These three conditions are necessary and sufficient for propositional knowledge. |
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INFALLIBILISM
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Descartes' definition of knowledge as that which is immune to doubt. |
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RELIABILISM (AUSTIN)
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Austin defines knowledge as a true belief formed by a reliable cognitive process (one that generally leads to true belief, e.g. vision) in a situation where S is able to discriminate between relevant possibilities. |
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TRUTH-TRACKING (NOZICK'S RELIABILISM)
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Nozick defines knowledge as a belief that 'tracks the truth'. S knows p if p is true, S believes it, S would not believe p if p weren't true and would believe p if p were. |
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GETTIER CASE
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A problem case developed by Gettier to demonstrate that a justified, true belief is not sufficient for knowledge. In each case someone deduces a true belief from a false one, making their true belief arrived at through coincidence. |
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NO FALSE LEMMAS
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A definition of knowledge that aims to strengthen justification in light of Gettier cases. It adds the condition that S knows p if p is true, S believes p, is justified in believing p and S has not inferred p from anything false. |
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DIRECT REALISM
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The view that the immediate objects of perception are mind-independent objects and their properties. |
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INDIRECT REALISM
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The view that the immediate objects of perception are mind-dependent objects (sense data) that are caused by and represent mind-independent objects. |
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IDEALISM
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An anti-realist view which claims that the immediate objects of perception are mind-dependent ideas. |
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SUBJECTIVE
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Something that is mind or perceiver-dependent. |
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OBJECTIVE
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Something that is mind or perceiver-independent. |
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SENSE DATA
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What we immediately perceive according to indirect realism. It is mental, subjective, private and infallible.
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PRIMARY QUALITY |
A quality of an object that is perceiver-independent, measurable and intrinsic to the object (i.e. cannot be separated from it). E.G. Extension, motion and shape. |
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SECONDARY QUALITY |
A quality of an object that is not 'in' the object, but a power to produce particular sensations in a perceiver. Therefore, they are perceiver-dependent, not measurable and are not intrinsic to the object (i.e. they can be separated from it). E.G. Smell, taste and colour. |
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OMNIPOTENCE |
An attribute of God which claims him to have the power to anything that is absolutely possible (i.e. anything within the realms of logical possibility). |
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OMNISCIENCE |
An attribute of God which claims him to have perfect knowledge (i.e. knows everything it is possible to know). |
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SUPREMELY GOOD |
An attribute of God which claims him to be perfectly good: metaphysically and morally. |
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ETERNAL |
An attribute of God which claims him to have no beginning or end and exist for all time outside of time. |
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EVERLASTING |
An attribute of God which claims him to have no beginning or end and exist for all time inside of time.
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LOGICAL PROBLEM OF EVIL |
The classical attributes of God are logically incompatible with the existence of evil. |
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EVIDENTIAL PROBLEM OF EVIL |
The existence of evil is sufficient evidence to deny the existence of God. |
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DESIGN QUA PURPOSE |
A version of the design argument for the existence of God which regards evidence of design to be 'parts organised for a purpose'. |
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DESIGN QUA REGULARITY |
A version of the design argument for the existence of God which regards evidence for design to be regularity - E.G. the laws of nature. |
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AQUINAS' FIRST WAY |
A version of the cosmological argument which claims that as everything is in motion there must have been a first mover to put it all in to motion. |
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AQUINAS' SECOND WAY |
A version of the cosmological argument which claims that as every event has a cause there must have been a first cause to start the causal chain. |
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AQUINAS' THIRD WAY |
A version of the cosmological argument which claims that as everything which exists is contingent there must be a necessary being in existence that could cause everything else to exist. |
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KALAM ARGUMENT |
A version of the cosmological argument which claims that as everything which begins to exist has a cause, and the universe began to exist - it must have a cause (it is thought that this cause must me God). |
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TRADEMARK ARGUMENT |
Descartes' version of the cosmological argument which claims that our concept of an infinitely perfect being must have been caused by such a being (as it could not have come from anywhere else). |
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ONTOLOGICAL ARGUMENT |
There are various versions of this argument - but they are all a priori, deductive arguments. They all aim to use the definition/concept of God to prove his existence. |
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VERIFICATION PRINCIPLE |
A statement is only meaningful if it can be verified analytically or empirically. |
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FALSIFICATION PRINCIPLE |
A statement is only meaningful if it is open to falsification, i.e. if we know of an experience that would be incompatible with the claim and prove it to be false. |
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COGNITIVE STATEMENT |
A statement which informs, is factual and can be true or false. |
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NON-COGNITIVE STATEMENT |
A statement which expresses an attitude or preference, so it cannot be true or false. |
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ESCHATOLOGICAL VERIFICATION |
Eschatology is the study of 'last things', generally associated with death. A statement that is eschatologically verifiable is verifiable after death - so it is verifiable if true, but not falsifiable if false. |