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Philosophy

The questions humanity has wrestled with for millennia — ethics, existence, knowledge, and logic, made accessible.

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Total terms
9
Subcategories
2 min
Avg. read time
34 terms
A
Abductive Reasoning
Abductive reasoning is a way of thinking that helps us come up with the best explanation for something based on available evidence. It involves making educated guesses or hypotheses when we don't have all the facts.
BeginnerLogic2 min
A
Ad Hominem
An ad hominem is a type of argument that attacks a person's character or traits instead of addressing the actual issue at hand. This tactic is often used to undermine the opponent's position without engaging with their arguments.
BeginnerLogic2 min
A
Appeal to Authority
An appeal to authority is a logical argument that relies on the opinion of an expert or authority figure to support a claim. It suggests that if a recognized authority believes something to be true, then it is likely true as well.
BeginnerLogic2 min
A
Argument
An argument is a set of statements where one or more statements support a conclusion. It is a way of reasoning that helps us understand and evaluate different viewpoints.
BeginnerLogic1 min
C
Circular Reasoning
Circular reasoning is a logical fallacy where the conclusion is included in the premise, essentially arguing in a circle. This means that the argument does not provide any real evidence or support for its conclusion.
BeginnerLogic2 min
C
Conclusion
A conclusion is a decision or judgment reached after considering the facts and arguments presented. In logic, it is the final part of an argument that follows from the premises.
BeginnerLogic1 min
C
Contradiction
A contradiction is a statement that asserts two opposing ideas at the same time, making it impossible for both to be true. It highlights a fundamental conflict in logic and reasoning.
BeginnerLogic1 min
D
Deductive Logic
A type of reasoning where conclusions are drawn from general principles or premises. If the premises are true, the conclusion must also be true, making it a reliable form of logic.
BeginnerLogic2 min
D
Disjunctive Syllogism
A disjunctive syllogism is a logical argument that involves two statements, where one is a disjunction (an 'or' statement) and the other is a negation. If one part of the disjunction is false, the other must be true. This form of reasoning helps in making conclusions based on given premises.
BeginnerLogic2 min
E
Existential Statement
An existential statement is a type of logical assertion that expresses the existence of at least one object with a certain property. It typically uses phrases like 'there exists' or 'some' to indicate that something is true in at least one case.
BeginnerLogic2 min
F
Fallacy
A fallacy is a mistake in reasoning that leads to an invalid argument. It often occurs when the logic used to support a conclusion is flawed or deceptive.
BeginnerLogic1 min
F
False Dilemma
A false dilemma is a logical fallacy that presents only two options when, in fact, more exist. It simplifies complex issues into an either-or scenario, misleading the audience.
BeginnerLogic1 min
H
Hasty Generalization
A hasty generalization is a logical fallacy where a conclusion is drawn from insufficient evidence. It often involves making broad claims based on a small or unrepresentative sample.
BeginnerLogic1 min
I
Inductive Logic
This is a type of reasoning that involves drawing general conclusions from specific observations. It helps us make predictions and understand patterns based on limited information.
BeginnerLogic2 min
L
Liar Paradox
A statement that refers to itself in a way that creates a contradiction is known as the Liar Paradox. An example is the phrase 'This statement is false.' If it's true, then it must be false, and if it's false, then it must be true.
BeginnerLogic2 min
M
Modal Logic
This is a type of logic that deals with concepts like possibility and necessity. It helps us understand statements that are not just true or false but can also be possible or impossible.
BeginnerLogic2 min
M
Modus Ponens
This is a logical rule that states if a conditional statement is accepted as true, and its antecedent is also true, then the consequent must also be true. It is often expressed in the form: if P implies Q, and P is true, then Q is true.
BeginnerLogic2 min
M
Modus Tollens
This is a logical reasoning method used to deduce a conclusion from a conditional statement. If the condition is false, then the conclusion must also be false.
BeginnerLogic2 min
O
Occam's Razor
Occam's Razor is a principle that suggests the simplest explanation is usually the correct one. It encourages us to avoid unnecessary complexity when trying to understand a situation or solve a problem.
BeginnerLogic2 min
P
Paradox
A paradox is a statement or situation that seems contradictory or impossible but may actually reveal a deeper truth. It challenges our understanding and forces us to think critically about concepts and beliefs.
BeginnerLogic1 min
P
Post Hoc Fallacy
The Post Hoc Fallacy is a logical error that occurs when someone assumes that because one event followed another, the first event caused the second. This fallacy overlooks other possible explanations and can lead to incorrect conclusions.
BeginnerLogic2 min
P
Predicate Logic
This is a branch of logic that deals with predicates and quantifiers, allowing for more detailed statements about objects and their properties. It extends propositional logic by including the ability to express relationships between objects.
BeginnerLogic2 min
P
Premise
A premise is a statement or proposition that serves as the foundation for an argument. It is a starting point from which a conclusion can be drawn, essential in logical reasoning.
BeginnerLogic2 min
P
Propositional Logic
This is a branch of logic that deals with propositions, which are statements that can be either true or false. It focuses on how these propositions can be combined and manipulated using logical connectives like 'and', 'or', and 'not'. Propositional logic is essential for understanding reasoning and argumentation.
BeginnerLogic2 min
Q
Quantifier
A quantifier is a term used in logic to express the quantity of subjects that a statement refers to. It helps in specifying whether a statement applies to all, some, or none of the subjects in a particular set.
BeginnerLogic2 min
R
Red Herring
A Red Herring is a misleading or distracting argument that diverts attention from the main issue. It is often used in discussions or debates to confuse or mislead the audience.
BeginnerLogic2 min
R
Russell's Paradox
It is a logical paradox that arises when considering sets that can contain themselves. Specifically, it questions whether a set of all sets that do not contain themselves includes itself, leading to a contradiction.
BeginnerLogic2 min
S
Slippery Slope
A slippery slope is a logical fallacy that suggests if one event occurs, it will lead to a series of negative consequences without providing evidence for that progression. It often exaggerates the potential outcomes of a decision or action. This type of reasoning can mislead people and hinder rational debate.
BeginnerLogic2 min
S
Sound Argument
A sound argument is a type of reasoning that is both valid and has true premises. This means that if the premises are true, the conclusion must also be true.
BeginnerLogic2 min
S
Straw Man
A Straw Man is a type of argument that misrepresents an opponent's position to make it easier to attack. Instead of addressing the actual argument, the person creates a distorted version and argues against that.
BeginnerLogic2 min
S
Syllogism
A syllogism is a form of reasoning where a conclusion is drawn from two given or assumed propositions (premises). It is a key aspect of logic that helps in understanding how to make valid arguments.
BeginnerLogic2 min
T
Tautology
A tautology is a statement that is true by necessity or by virtue of its logical form. It often repeats the same idea in different words, making it redundant.
BeginnerLogic1 min
U
Universal Statement
A universal statement is a claim that applies to all members of a particular group or category without exception. It often uses words like 'all' or 'every' to indicate its broad scope.
BeginnerLogic2 min
V
Valid Argument
A valid argument is a type of reasoning where if the premises are true, the conclusion must also be true. It ensures that the logic used in the argument is sound and reliable, leading to a correct conclusion based on the given information.
BeginnerLogic2 min