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73 Cards in this Set

  • Front
  • Back

Statement/Claim

An assertion that something is or is not the case

Proposition

The specific thought or idea that the statement expresses



Different stamemts can express the same proposition



Same statement can express different propositions

Premise

A premise is a statement that is offered in support of a conclusion

Conclusion

A conclusion is a statement that is held to be supported by one or more premises

Argument

An argument is a set of statements, one of which (the conclusion) is taken to be supported by the remaining statements (premise)



An argument is a group of statements in which some (the premises) are intended to support another (conclusion)

Inference

An inference is process of reasoning from a premise or premises to a conclusion, based on those premises

The steps of Argument Analysis

0. Figure out if it really is an argument


1. Reconstruct the argument


2. Evaluate the argument

The key ingredients in propositional knowledge

Belief


Truth


Justification

Truth: Realism

Two Claims:


1.There are truths in that subject area


2. What these truths are does not depend upon anyone's beliefs about them ( objective)


Truth:Nihilism

Claims:


There are no truths whatsoever in that subject area


Ex. Moral Nihilism; the view that moral statements have no truth value ( they are neither true nor false)



Drawbacks of Nihilism

Extremely implausible in many subject areas



Nihilism about everything is seldom defeating ( the statement itself claims to be a fact)

Truth: Relativism

Claims:


There are truths in that subject area; but


What the truths are depends upon what we believe them to be

Drawbacks of Relativism

Counter examples


Sounds tolerant but isn't


It suggests we are infallible


The view is self defeating

Philosophical Skepticism

Statements have truth values but we don't know what most or all of them are

Drawbacks of Skepticism

Requiring absolute certainty for a belief to count as knowledge seems to be asking too much


Skepticism about everything is self-defeating

Each of these views deny something about truth or knowledge

They deny something


Nihilism - no truth, and be relation no knowledge


Relativism- no objective truth


Philosophical Skepticism - no justification


Two Realist Models of what makes a statement/proposition true

The coherence model of truth


The correspondce model of truth

The Correspondence Model of Truth

A proposition is true just in case it describes things as they actually are. A true proposition corresponds to facts.



A proposition is false just in case it fails to describe things as they actually are. A false proposition does not correspond to the facts.



As a result ~ Every proposition has exactly one truth value ( at a given time) it is either false or true.



Advantages... Simple & intuitive.... Avoids the drawbacks of the coherence model

Drawbacks of Correspondence Model of Truth

Certain propositions don't seem to fit this model, even though we tend to think they are true or false



"You should keep your promises"


"You will have a hamburger for dinner tonight"

Advantages of Standard Form


Excludes logically irrelevant material


Allows us to make assumptions explicit


Provides clarity and case of reference


*It provides a clear reconstruction of the argument and that is essential to properly evaluate the argument*

Deductive Argument

Intends to provide logically conclusive support for the conclusion

Deductive Validity

In a world where the premises are all true, the conclusion is guaranteed to be true as well



The Validity Test

Imagine that the premises are true. Assuming this, would the conclusion have to be true as well?


If yes, valid


If no, invalid

Five Sentential Connectives

Conjunction


Disjunction


Negation


Conditional


Biconditional

Five Sentential Connectives: Conditional

The antecedent - what follows the word "if"


The consequent- what follows the word "then"

If vs Only if

Only if introduces the consequent

Argument by Elimination

P or Q


~Q


Therefore P


1.Either the Maid or the Butler Killed her


2. Maid did not kill her


3. Butler did it

Argument by Conjunction

Always Valid


1. Wearing shoe on right foot


2. Wearing shoe on left foot


3. Wearing shoe on left and right foot

Argument by Simplification

1. Wearing shoe on left and right foot


2. Wearing shoe on right foot

Argument by Affirming the Antecedent ( Modus Ponens)

This pattern is valid


1. If Ryerson is great, then many students apply here


2. Ryerson is a great university


Therefore,


3. Many students apply there

Argument by Denying the Consequent


(Modus Tollens)

1. If you get A+, you pass


2. Didn't pass the class


3. Didn't get A+

Argument by Denying the Antecedents

1. If you get A then you pass


2. You didn't get an A


3. You didn't Pass


Invalid argument pattern

Affirming the Consequent

1. If you get A you pass


2. You pass the class


3. You got an A


Invalid

Argument by Hypothetical Syllogism

1. If P, then Q


2. If Q then R


3. If P then R


Valid format


Argument by Universal Modus Ponens

1. All students are hardworking ( All A's are B's)


2 . Omar is a student ( x is an A)


Therefore,


3. Omar is hard working ( x is B)

Argument by Universal Modus Tollens

1. All students are hardworking


2.Omar is not hardworking


Therefore,


3. Omar is not a student.


Valid Argument Pattern

Argument by Universal Hypothetical Syllogism

1. All whales are mammals ( All A's are B's)


2. All mammals are animals ( All B's are C's)


Therefore,


3. All whales are animals ( All A's are C's)

Argument by Ruling Out

1.No children are perfectly behaved (No A's are B's )


2. Jacob is a child (X is an A)


Therefore,


3. Jacob is not perfectly behaved at all times (X is not a B)

The Cogency Test

Imagine/suppose that the premises are all true. Assuming this, is the conclusion likely to be true as well?


If yes the argument is cogent


If no the argument is non-cogent

ill-formed

Arguments that are invalid and not cogent are called ill-formed, since the premises do not guarantee that the conclusion is true or even probable

Contrast between Valid and Cogency

Validity does not come in degrees


Cogency comes in degrees: on argument can be more or less cogent than another ( depending on probability of conclusion given the premises)

Deductive Strength

An argument is deductively strong ( for a person at a time) if and only if it is



A. Valid, and


B. Rational/justified/reasonable for the person to believe that all of the arguments premises are true, based on the available evidence



Weak Deductive Argument

A. Invalid


B. Not rational for the person to believe one or more of the arguments premises based on the available evidence


C. Both A and B

Principal of Proportional Belief

The stronger the available evidence for the premises, the more rational it is to believe them

Inductive Strength

A. Cogent


B. Reasonable for the person to believe that all the premises are true based on the available evidence


C. The argument is not defeated by the person's total evidence


Weak Inductive Argument

A. Not cogent


B. Not rational for the person to believe that all the premises are true based on the available evidence


C. Argument is defeated by another piece of evidence


D. Any combination of above

Justification

Rational belief/ justified belief


A. Over evidence gives overall reason to think something is true you should believe it


B. Overall evidence goes against the proposition the person should disbelieve it


C. If eveidence doesn't support the idea being true or false than the rational thing to do is be neutral

A Disjunction Statement

Either P or Q

A Conditional Statement

If P, then Q


If it rains the picnic will be cancelled

How do you recognize arguments?


Is the author trying to get me to believe something by giving me reasons in support of it?


If yes, it is probably an argument



Some contrasts:


1. Descriptive writing


2. Rhetorical writing, asserts conclusion without offering reasons


Cheap Validity

You will make an argument valid, but the premise you add will not be reasonable. So, the argument will still not be a good one. It will be weak, even if it's well formed.

Rules governing the addition of Implicit Premises

Add implicit premises that are consistent with the intention s of the author of the argument



Add implicit premises that are reAsonable to accept rather than ones that are obviously false



When adding a generalization as an implicit premises in an argument ....add a true wide generalization rather than a true narrow one, and add a true narrow generalization rather than a false wise one

Basic Rules of Argument Evaluation: Denying its conclusion

1. Don't criticize an argument by (merely) denying its conclusion


A. If the argument is ill-formed


B. If the argument is valid


C. If the argument is cogent


Basic Rules of Argument Evaluation: Don't accept because you believe the conclusion

2. Don't accept because you believe the conclusion


A. Watch out for confirmation bias


B. A conclusion can v reasonable to believe based on just one good argument


Basic Rules of Argument Evaluation: Criticize Individual Premises

A. Individual Premises


Good reasons to think premise is false or suspend judgement


B. Individual inferences


As either invalid or not cogent

Basic Rules of Argument Evaluation: Make your criticisms of premises substantial

Substantial


A. Good reason to think premise is false or suspend judgement



Insubstantial


A. " Maybe the premise is false"


B. Using argument stoppers



- Take argument seriously

Basic Rules of Argument Evaluation: Don't accept the conclusions of two competing arguments

Can't reasonably believe a contradiction


Can't rationally think both arguments are equally strong

Basic Rules of Argument Evaluation: Don't merely object to intermediate conclusions of compound arguments

Critize premise leading to conclusion of sub-argument



* legitimate to object to an intermediate conclusion when you think the sub-argument is inductive and is defeated*

Fallacy of False Dichotomy

When the premises claim or assume that a choice between two alterni is exhaustive or exclusive or both when the choice is not



Not reasonable to believe

Intermediate Conclusions

Intermediate Conclusions of Compound Arguments

Fallacy of Equivocation

When an ambiguous word or expression is used in two different senses in an argument....But the argument appears to suggest otherwise

Slipper Slope Fallacy

A particular step will lead to further undesirable step or steps.



Sometimes even if a phrase is reasonable to believe it can still be illegitimate to use in an argument

The fallacy of Hasty Generalizations

" All the cafeteria foods is terrible. I had a burger there once, and it made me queasy."

The Fallacy of Begging the Question

Attempting to prove a conclusion by using the same conclusion as premise.



The fallacy of composition

Arguing or assuming that what is true of the parts is true of the whole

The Fallacy of Division

Arguing or assuming that what is true of the whole is equally true of the part

Appeal to popularity

Arguing that a claim must be true if it is a popular belief

Appeal to common practice

Arguing that something should be done a certain way if it is commonly done that way

Appeal to tradition

Arguing that a claim must be true if it is part of a tradition

Appeal to Ignorance

We don't know that P is true/false


God must exist since science hasn't shown otherwise

Ad Hominem Fallacy

Rejecting a claim by criticizing the


character or circumstance


of person making the claim



Tu Quoque


Points out hypocrisy

Two ways that a belief can be unjustified

Motivational errors - Confirmation Bias


Failing to weigh evidence properly ( four versions of this)


- ignoring some evidence


- undervaluing contrary evidence


- overvaluing confirming evidence


- overvaluing psychologically available evidence......weight to memorable..vivid or striking evidence


......weight to memorable..vivid or striking evidence


Argument Stoppers

Who's to say the truth is about that


That's a subjective judgement


I would prefer not to think about it


* not thinking about argument