Baran Hashemi

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Errett Bishop (1977) describes the epsilon-delta notion of continuity as “common sense,” and I am inclined to agree. To my way of thinking, however, the fact that minor syntactic variations in the continuity statement lead to vastly different concepts seems to underline a fundamental subtlety and fragility of the epsilon-delta account of continuity, and the delicate nature of the concept may indicate how greatly refined it is.
Lectures on the Philosophy of Mathematics
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