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Vocabulary flashcards covering key terms and concepts from the notes on arguments, philosophical reasoning, and Plato's Republic.
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Epistemology
The study of knowledge; examines how we justify beliefs and why we think they are true.
Constitutional democracy
A regime managed by constitutional rules with elected representatives to handle conflict and govern.
Premises
Statements that provide reasons or evidence supporting a conclusion.
Conclusion
The claim or thesis that an argument aims to prove.
Argument
A set of premises intended to support a conclusion.
Inductive reasoning
Reasoning from specific cases to a probable generalization; conclusions are probable, not certain.
Deductive reasoning
Reasoning where if the premises are true, the conclusion must be true.
Valid
A deductive form where true premises guarantee a true conclusion.
Sound
A valid argument with true premises.
Modus Ponens
If p implies q, and p is true, then q is true.
Modus Tollens
If p implies q, and q is false, then p is false.
Hypothetical Syllogism
If p then q; if q then r; therefore if p then r.
Disjunctive Syllogism
P or Q; not P; therefore Q (inclusive or exclusive depends on context).
Dilemma
A choice between two options, each with undesirable consequences.
Reductio ad absurdum
Assume the opposite and show it leads to contradiction; conclude the original claim.
Equivocation
Using a key term in more than one sense or making terms vague to mislead.
Ad hominem
Attacking the person rather than the argument.
Ad populum
Appealing to the emotions or beliefs of a crowd rather than reasoning.
Ad ignorantiam
Claim is true because it hasn’t been proven false.
Begging the question
Assuming the conclusion within the premises (circular reasoning).
Circular argument
Another term for begging the question; reasoning that circles back to the premise.
False cause
Concluding a causal link from correlation alone.
Correlation does not imply causation
Correlation may be coincidental or due to a common cause; not proof of causation.
Cross-check
Verify claims with independent, credible sources to ensure accuracy.
Authority (argument from authority)
Relying on an expert or source; requires credible, qualified, and impartial backing.
Informed sources
Sources with appropriate background knowledge and proper attribution.
Impartial sources
Unbiased sources; consider funding, affiliations, and potential biases.
Sampling
Choosing a representative subset of a population to support generalizations.
Counterexample
An example that disproves a generalization or challenge a claim.
Background information
Context needed to assess evidence and examples effectively.
Analogy (argument by analogy)
Reasoning that compares two things; similarities support a claim but aren’t decisive alone.
Ring of Gyges
Plato’s tale about invisibility used to question justice and morality when unobserved.
Three parts of the soul
Reason, Spirit (will), and Appetite; justice arises when reason rules.
Myths of metals
Plato’s idea that people are born into social roles (gold, silver, bronze) for just order.
Guardians, Auxiliaries, Producers
Plato’s three city classes: Guardians (wisdom), Auxiliaries (courage), Producers (moderation).
Justice as harmony
Justice is the proper order of the soul or city, achieved when part(s) function under reason.
Philosopher king
Ruler who loves truth and justice; ideal ruler in Plato’s Republic.
Healthy city vs feverish city
A just city balances basic needs (health) against luxury/desire (feverish) to avoid conflict.
Perry’s scheme
A model of intellectual development with stages like dualism, multiplicity, and commitment.
Contextual relativism
Truth or justification depends on the context in which it occurs.
Commitment (to a perspective)
Being convinced by one view while remaining open to others, choosing the best-supported view.
Background knowledge
Pre-existing information that helps evaluate new evidence or examples.
Arguments by analogy
Reasoning that uses similarities between cases to argue for a conclusion, but requires careful evaluation of relevance.
Socratic dialogue
A method of questioning and discussion used by Socrates and Plato to explore ideas.
Sample vs population
Using a representative subset (sample) to infer about a larger group (population).