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    A precise proof in the source domain reveals exactly whic... — Carmelics
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    Supports→Analogical arguments should be evaluated by articulating the proof structure of the source domain and assessing whether critical features transfer to the target domain.

    A precise proof in the source domain reveals exactly which concepts and assumptions the result depends on.

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    Philosophy of Language2 linkedSkepticism2 linked

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    Analogical arguments should be evaluated by articulating the proof structure of ...Counting surface similarities between source and target domains does not capture...Knowing which features are critical allows a principled assessment of whether th...Pre-theoretic resemblances between domains are insufficient to validate an analo...
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    Systematicity scores from connectionist representations do not identify which fe...

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    Analogical inference is reliable when both the source and target domai...78%Analogical arguments should be evaluated by articulating the proof str...77%Knowledge of the source domain is necessary: Q(T) cannot be derived fr...77%Evaluating the argument requires identifying the critical features of ...77%

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    SEP: reasoning-analogy
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    To see how this works, consider Example 7 (Rectangles and boxes). In this analogical argument, the source domain is two-dimensional geometry: we know that of all rectangles with a fixed perimeter, the square has maximum area. The target domain is three-dimensional geometry: by analogy, we conjecture that of all boxes with a fixed surface area, the cube has maximum volume. This argument should be evaluated not by counting similarities, looking to pre-theoretic resemblances between rectangles an

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