This kind of proposition serves as evidence/justification/reasons in an argument.
Premises
This is the definition for "fallacies" that we use in this course.
Biases are psychological tendencies. But we are interested in biases in this class because they lead to the following outcome.
Bad arguments
Sufficient Condition
This kind of argument is intended to guarantee a true conclusion.
A deductive argument.
This kind of proposition serves as the main point in an argument.
Conclusion
This fallacy is based on idea that if c happened before e, then c caused e.
Hindsight bias
This kind of condition goes to the right of the arrow.
Necessary Condition
This kind of argument is intended to show that its conclusion is probable.
An inductive argument.
These are special terms or phrases that link propositions to other propositions.
Connectives
This fallacy is based on generalizing about a population based on an insufficient sample.
Hasty Generalization
This bias concerns the phenomenon of events seeming more common when examples easily or quickly come to mind.
Availability heuristic
This kind of condition goes into the larger circle.
Necessary Condition
A sound argument.
These kinds of sentences do not express propositions (name one).
Questions, commands, or exclamations
This fallacy is based on the error of confusing an object with the parts of the object.
Composition (or division)
This bias describes the phenomenon of estimating or expecting quantities based on reference points.
Anchoring heuristic
This kind of condition goes in the smaller circle.
Sufficient Condition
If some of cogent argument's premises change from true to false, it becomes this kind of argument.
A strong argument.
This kind of sentence is typically used to express a proposition.
Declarative sentencee
If c is correlated with e, but c did not cause e, these are two possible explanations (Choose at least one)
Cognitive dissonance and the attribution bias both fall under this general category.
Self-defensive biases
This is the phrase we use for "both necessary and sufficient."
"If and only if" or "equivalent"