The generalization condition conflates the logic of analogical inference with the logic of inductive enumeration, treating two epistemically distinct forms of reasoning as a single schema.

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Analogical inference(the main subject of the philosophical statement): A type of reasoning where you conclude that if two things are similar in some ways, they're probably similar in other ways too—like arguing that because a new smartphone is like the previous model in design, it probably works similarly.
Epistemically distinct(describes whether inference and implication are fundamentally different types of knowledge): Different in terms of how we know things or what counts as valid reasoning. 'Epistemically' relates to knowledge and how we gain it.
Generalization condition(as used in logic and reasoning): A rule or requirement that says when you can take specific examples and apply them to broader situations or conclusions.
Inductive enumeration(as used in logic): A method of reasoning where you look at many specific examples and use them to draw a general conclusion about a whole group.

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