“…See also [Panza, 2011, 74-91]. Although one might see some similarity between Peletier and Descartes as to their use of the term "mechanical", since this term, in Peletier's commentary on Euclid as in Descartes's Geometrie, is opposed to "geometrical" and aims to qualify, in both contexts, a constructive process, or a motion, that is not rationally determinable (such a motion, for Descartes, would indeed not produce lines that may be measured with exactness, contrary to the rotations that generate circles, for example), it should however be noted that Descartes, in reinterpreting Pappus's classification of curves, also distinguished geometrical and mechanical curves by their algebraic expression (the former being expressible by a first-or second-degree polynomial equation, unlike the latter) [Domski, 2003[Domski, , in part. 1114[Domski, -1118.…”