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added pointer to
where on the bottom of p. 9 I find
Leibniz rejects nilsquare and nilcube infinitesimals, which are alto-gether incompatible with his approach to differential calculus,
So if not Leibniz, who can be credited with first considering nilpotent infinitesimals?
We had a lengthy discussion about Leibniz and infinitesimals back here.
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