Definition of Indivisibles

1. indivisible [n] - See also: indivisible

Lexicographical Neighbors of Indivisibles

individuation
individuation field
individuations
individuative
individuator
individuators
individuity
individuum
individuums
indivinity
indivisibilities
indivisibility
indivisible
indivisible by(p)
indivisibleness
indivisibles (current term)
indivisibly
indivision
indlamu
indoaniline
indoanilines
indobriton
indochinite
indochinites
indocibility
indocible
indocile
indocilities
indocility
indoctrinate

Literary usage of Indivisibles

Below you will find example usage of this term as found in modern and/or classical literature:

1. A Short Account of the History of Mathematics by Walter William Rouse Ball (1908)
"He was one of the most influential mathematicians of his time, but his subsequent reputation rests mainly on his invention of the principle of indivisibles. ..."

2. First Principles of the Differential and Integral Calculus: Or The Doctrine by Etienne Bézout (1836)
"Cavalieri was the forerunner of the inventers of the infinitesimal analysis, and opened the way for them by his Geometry of indivisibles. ..."

3. First Principles of the Differential and Integral Calculus, Or, The by Etienne Bézout (1824)
"Cavalieri was the forerunner of the inventers of the infinitesimal analysis, and opened the way for them by his Geometry of indivisibles. ..."

4. Reflexions on the Metaphysical Principles of the Infinitesimal Analysis by Lazare Carnot, W. R. Browell (1832)
"In the method of indivisibles we consider lines as made up of points, surfaces as composed of lines, and solids of surfaces. These hypotheses are certainly ..."

5. The Philosophy of Mathematics: With Special Reference to the Elements of by Albert Taylor Bledsoe (1886)
"THE METHOD OF indivisibles. KEPLER introduced the consideration of infinitely great ... In the method of indivisibles lines are considered as composed of ..."

6. First Principles of the Differential and Integral Calculus, Or the Doctrine by Etienne Bézout (1824)
"Cavalieri was the forerunner of the inventers of the infinitesimal analysis, and opened the way for them by his Geometry of indivisibles. ..."

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