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    An explanatory proof is one from which it is evident that... — Carmelics
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    Supports→An explanatory proof in mathematics must make reference to a characterizing property of an entity or structure mentioned in the theorem

    An explanatory proof is one from which it is evident that the result depends on the characterizing property

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    An explanatory proof in mathematics must make reference to a characterizing prop...In mathematics, the concept of essence can be replaced by the concept of a chara...To explain the behavior of an entity, one deduces the behavior from the essence ...

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    An explanatory proof in mathematics must make reference to a character...88%An explanatory proof depends on a characterizing property of an entity...88%An explanatory proof is generalizable: varying the characterizing prop...87%This distinction between explanatory and non-explanatory proofs has a ...82%

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    Steiner proposed his model of mathematical explanation in 1978a. In developing his own account of explanatory proof in mathematics he discusses—and rejects—a number of initially plausible criteria for explanation, e.g. the (greater degree of) abstractness or generality of a proof, its visualizability, and its genetic aspect that would give rise to the discovery of the result. In contrast, Steiner takes up the idea “that to explain the behaviour of an entity, one deduces the behavior from the ess

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