Philosophy/Logic Flashcards
Philosophy and Logic
What is the meaning of the word ‘philosophy?’
‘Love of wisdom’
Philosophy and Logic
Epistemology is the study of what?
Knowledge
(‘How we know what we know’)
Philosophy and Logic
Ontology is the study of what?
The nature of being
Philosophy and Logic
What is teleology?
The philosophical interpretation of natural phenomena as exhibiting purpose or design.
Philosophy and Logic
What is sophistry?
Plausible but misleading or fallacious arguments
Philosophy and Logic
What is a tautology (in the linguistic sense)?
An assertion which repeats itself
(A redundancy; saying the same thing twice)
Examples: ‘it is what it is.’ ‘Boys will be boys.’
Philosophy and Logic
What is a tautology (in the logical sense)?
An assertion which is true no matter what
(You can’t be wrong)
Examples: ‘it is this or it is not this.’ ‘The ball is all red or the ball is not all red.’
Philosophy and Logic
What is a truism?
A claim that is so obvious or self-evident as to be hardly worth mentioning, except as a reminder or as a rhetorical or literary device
Philosophy and Logic
What is a deepity?
A nonsensical or banal statement that is presented as if it held some profound meaning.
(E.g., ‘love is just a word.’)
Philosophy and Logic
Describe the Socratic method.
A dialectical process of asking and answering questions to stimulate critical thinking and to draw out ideas and underlying presuppositions.
Philosophy and Logic
The burden of proof for an asserted claim is on whom?
The individual who made the claim
Philosophy and Logic
What is the definition of Occam’s razor?
“Entities should not be multiplied without necessity.”
I.e. don’t unnecessarily add explanations for events or make extra assumptions when a single explanation makes more sense.
Example: any conspiracy theory that seeks to explain some event via external agents and/or secret plots without providing any information that has a much simpler solution.
Philosophy and Logic
What is the opposite of Occam’s razor?
Occam’s broom
(the process in which inconvenient facts are whisked under the rug by intellectually dishonest players)
Philosophy and Logic
Define stoicism.
Wikipedia definition:
‘as social beings, the path to eudaimonia (happiness, or blessedness) is found in accepting the moment as it presents itself, by not allowing oneself to be controlled by the desire for pleasure or by the fear of pain, by using one’s mind to understand the world and to do one’s part in nature’s plan, and by working together and treating others fairly and justly.’
Philosophy and Logic
Define epicureanism (the ancient school of thought from Athens).
Dictionary definition:
The school rejected determinism and advocated hedonism (pleasure as the highest good), but of a restrained kind: mental pleasure was regarded more highly than physical, and the ultimate pleasure was held to be freedom from anxiety and mental pain, especially that arising from needless fear of death and of the gods.
Philosophy and Logic
Which philosopher came up with the ‘veil of ignorance’ thought experiment as a way of explaining our collective agreement to a hypothetical social contract?
John Rawls
Philosophy and Logic
How does compatibilism attempt to reconciliate the ideas of free will and determinism?
Free will is defined as action in accordance with one’s motivations and in the absence of external coercions.
Thus, you act as determined, but you are still ultimately responsible for your actions.
Ex. I can walk out of this room, or I can be carried out. Although this is determined in advance, it is only freely done if in accordance with my own motivations and absent external force.
Philosophy and Logic
Which form of free will (libertarian, compatibilist, or determinist) represents an infinite regress?
Libertarian
Wikipedia: ‘Some forms of libertarianism assert that human actions do not have causes and are chosen consciously – i.e. are not random. This assertion raises the question: what are these conscious decisions based on? Since they can’t be based on nothing (as the possibility of decisions being random is excluded), this question can be asked for each subsequent answer or answers to it, thus forming an infinite regress.’
Philosophy and Logic
In loose terms, you can think of logic as the science/study of __________.
In loose terms, you can think of logic as the science/study of reasoning.
Philosophy and Logic
What are basic beliefs and properly basic beliefs?
Basic beliefs - Beliefs justified by other beliefs
Properly basic beliefs - Beliefs that are taken as axiomatic or evident to the senses
Philosophy and Logic
What is the basic disagreement between scepticism, foundationalism, and coherentism as epistemic methods regarding how one should justify their beliefs?
Scepticism - justified beliefs are based on other beliefs, eventually terminating in a set of unjustified beliefs. (I.e., at a certain point, our beliefs are unjustifiable.)
Foundationalism - justified beliefs are based on other beliefs, eventually terminating in a set of properly basic beliefs (i.e., beliefs that are justified but not by other beliefs).
Coherentism - justified beliefs are based on other beliefs; at some point, the beliefs loop back on themselves. (I.e., a belief is justified if it is coherent with all or most other held beliefs that are true.)
Philosophy and Logic
True/False.
Logic has a lot to tell us about the fundamental truth of what the universe is and all its characteristics.
False.
Logic is the tool of reasoning we use to assess our observations and beliefs;
it does not inherently make any claims about anything.
Philosophy and Logic
To _______ is to draw conclusions from premises.
To infer is to draw conclusions from premises.
Philosophy and Logic
An argument is a collection of statements, of which one is a(n) _________ and the rest are _________.
An argument is a collection of statements, of which one is a conclusion and the rest are premises.
Philosophy and Logic
What is deductive logic?
Logic in which the truth of the premises necessitates the truth of the conclusion
Philosophy and Logic
What is inductive logic?
Logic in which the truth of the premises makes likely the truth of the conclusion
Philosophy and Logic
Simply put, deduction is making an inference based on what?
Widely accepted facts and/or premises
Philosophy and Logic
Simply put, induction is making an inference based on what?
Past observances
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Simply put, abduction is making an inference based on what?
What you already know
Which of the forms of inference (deductive, inductive, or abductive) is demonstrated in the examples below?
Sherlock Holmes looks at the evidence at a crime scene and concludes that the chef is most likely to have poisoned the food.
A physician looks at a patient’s signs and symptoms and writes up a differential with a working diagnosis.
Abductive
(combining all the observations into a somewhat likely conclusion)
Which of the forms of inference (deductive, inductive, or abductive) is demonstrated in the examples below?
A sandwhich is meat between two slices of bread. A hotdog is meat between two slices of bread. Therefore, a hotdog is a sandwhich.
I have a 10 AM dentist appointment. It takes 35 minutes to get to the dentist’s office. I should leave at 9:25 AM.
Deductive
(reasoning from premises to a conclusion)
Which of the forms of inference (deductive, inductive, or abductive) is demonstrated in the examples below?
Your six coworkers all order the same sandwich. You conclude that the sandwhich must be good.
You see tanks and soldiers line up on either side of a border between two fairly hostile countries. You conclude war is likely to break out soon.
Inductive
(using observations to draw a likely conclusion)
Philosophy and Logic
Identify which of the forms of logic is highlighted by the following statements:
I am a man.
Men are mortal.
Therefore, I am a mortal.
Deductive logic
(based on the premises, the conclusion is certain)
Philosophy and Logic
Identify which of the forms of logic is highlighted by the following statements:
The Indian and Pakistani armies are amassing on either side of the India-Pakistan border.
Therefore, there is a war coming.
Inductive logic
(based on the premises, the conclusion is likely)
Philosophy and Logic
Identify which of the forms of logic is highlighted by the following statements:
A teenage, otherwise-healthy patient is thirsty, hungry, and has an elevated fasting plasma glucose.
They probably have type 1 diabetes mellitus.
Abductive logic
(based on our incomplete observations, the conclusion is our best guess [warranting further examination])
Philosophy and Logic
__________ logic starts with a theory which is used to reach observations and a conclusion.
__________ logic starts with information which is used to reach a theory.
Inductive logic starts with a theory which is used to reach observations and a conclusion.
Deductive logic starts with information which is used to reach a theory.
Philosophy and Logic
Describe deductive, inductive, and abductive logic in terms of certainty of conclusion.
Deductive - guaranteed true
Inductive - probably true (generalizations from examples)
Abductive - best guess
Philosophy and Logic
What is a syllogism?
A form of deductive reasoning consisting of a major premise, a minor premise, and a conclusion;
e.g., all humans are mortal (the major premise), I am a human (the minor premise), therefore, I am mortal (the conclusion).
Philosophy and Logic
In analyzing a syllogism, what questions should be asked?
- Are the premises true?
- Does the conclusion follow from the premises?
Philosophy and Logic
What does it mean for a syllogism to be factually correct?
If all of its premises are true
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What does it mean for a syllogism to be valid?
If its conclusion follows from its premises
Philosophy and Logic
What does it mean for a syllogism to be sound?
If it is both factually correct and valid
Philosophy and Logic
To say that an argument is valid is to say that if the ________ were true, then the ________ would necessarily also be true.
To say that an argument is valid is to say that if the premises were true, then the conclusion would necessarily also be true.
Philosophy and Logic
What are the three axiomatic laws of thought that make up the basis for rational discourse?
- Identity
- Non-contradiction
- Excluded middle
Philosophy and Logic
Describe the law of identity (one of the three axiomatic laws of thought that make up the basis for rational discourse).
‘Whatever is, is.’
(a = a)
(In practice, don’t equivocate. A word must have a finite number of definitions. You can’t unilaterally redfine a word to no longer mean what the original discourse was addressing.)
Philosophy and Logic
Describe the law of non-contradiction (one of the three axiomatic laws of thought that make up the basis for rational discourse).
‘Nothing can both be and not be’
(The following two statements cannot both be true and are mutually exclusive: A = B; A ≠ B) [(as a tautology, A = B or A ≠ B)]
- (In essence, two or more contradictory statements cannot both be true in the same sense at the same time. Some things are true, and some things are false.*
- To reject this premise is to declare it false, thus using the law of noncontradiction and nullifying your argument)*