Definitions

from The American Heritage® Dictionary of the English Language, 4th Edition

  • Leibniz, Baron Gottfried Wilhelm von 1646-1716. German philosopher and mathematician. He invented differential and integral calculus independently of Newton and proposed an optimist metaphysical theory that included the notion that we live in "the best of all possible worlds.”

from WordNet 3.0 Copyright 2006 by Princeton University. All rights reserved.

  • n. German philosopher and mathematician who thought of the universe as consisting of independent monads and who devised a system of the calculus independent of Newton (1646-1716)

Etymologies

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Examples

  • Leibniz, is essentially a medium — a mirror in constant flux.

    Club Monad

  • Leibniz is known today principally as one of the founders of modern logic, as perhaps the greatest mathematician among the major European philosophers (he was the inventor of infinitesimal calculus), and, as

    Club Monad

  • The essence of monads as thinking elements or atoms in Leibniz remains crucial, however, and is especially pertinent in the present context.

    Thinking Singularity with Immanuel Kant and Paul de Man: Aesthetics, Epistemology, History and Politics

  • 1671: James Gregory discovers what we call the Leibniz Series an infinite series that sums to pi/4

    Universe Puzzle No. 2 | Universe Today

  • 5 The phrase "labyrinth of the continuum" appears in Leibniz,

    Club Monad

  • 1 The role of the idea of philosophical style in Leibniz's thought is carefully delineated in Fenves 13-32. close window

    Club Monad

  • Going back to the Meno example, the slave can see that the squares Socrates has scratched out in the dirt stand in a certain relation, but he ends up knowing that such a connection must hold of any possible set of squares that meets Socrates 'initial description; that it holds ” to use a phrase Leibniz introduced ” in all possible worlds.

    Disbelief

  • Each such image is a Leibniz-like monad, itself structured as a world (rather than merely a mirror of the World, as in Leibniz), as all monads together are organized into the non-fractal and non-whole World, which is the Blakean infinite. [

    Chaosmic Orders: Nonclassical Physics, Allegory, and the Epistemology of Blake's Minute Particulars.

  • Sometimes the conjunction of both principles, rather than the Principle by itself, is known as Leibniz's Law.

    The Identity of Indiscernibles

  • The classes of logics we have considered so far are the main classes in what has come to be known as the Leibniz hierarchy because it members are classes of logics that can be characterized by the behaviour of the Leibniz operator.

    Propositional Consequence Relations and Algebraic Logic

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