Pioneer | Journal where reappraisal appeared | Title | Link to article containing reappraisal | ||||||||||||||||
Gottfried Leibniz | Notices AMS | "Leibniz's laws of continuity and homogeneity" | 12e | ||||||||||||||||
Gottfried Leibniz | Erkenntnis | "Leibniz's infinitesimals: Their fictionality, their modern implementations, and their foes from Berkeley to Russell and beyond" | 13f | ||||||||||||||||
Gottfried Leibniz | Studia Leibnitiana | "Infinitesimals, imaginaries, ideals, and fictions" | 14c | ||||||||||||||||
Gottfried Leibniz | HOPOS | "Leibniz versus Ishiguro: Closing a Quarter Century of Syncategoremania" | 16a | ||||||||||||||||
Gottfried Leibniz | Mat. Stud."Leibniz's well-founded
fictions and their interpretations" | 18a |
Gottfried Leibniz | British Journal for the History of
Mathematics | "Procedures of Leibnizian infinitesimal calculus:
An account in three modern
frameworks" | 21a |
Gottfried Leibniz | Antiquitates
Mathematicae | "Three studies in current Leibniz
scholarship" | 21g |
Gottfried Leibniz | Review of Symbolic Logic |
"Leibniz on bodies and infinities: rerum natura and
mathematical fictions"
|
22a |
Gottfried Leibniz | The Mathematical Intelligencer |
"Two-track depictions of Leibniz's fictions"
|
22b |
|
G. W. Leibniz (1646-1716) wrote in a 14/24 june 1695 letter
to l'Hospital:
"I use the term incomparable magnitudes to
refer to [magnitudes] of which one multiplied by any finite number
whatsoever, will be unable to exceed the other, in the same way
[adopted by] Euclid in the fifth definition of the fifth book
[of The Elements]."
In modern editions of The Elements, the definition of
comparability appears in Book V, Definition 4.
See also
Salvaging Leibniz
Stevin
Fermat
Euler
Cauchy
Riemann
Cantor
Skolem
Infinitesimal topics
More on infinitesimals
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