I also take it as granted that every created thing, and consequently the created monad also, is subject to change, and indeed that this change is continual in each one.
GOTTFRIED LEIBNIZIt is a good thing to proceed in order and to establish propositions. This is the way to gain ground and to progress with certainty.
More Gottfried Leibniz Quotes
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It is worth noting that the notation facilitates discovery. This, in a most wonderful way, reduces the mind’s labour.
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In symbols one observes an advantage in discovery which is greatest when they express the exact nature of a thing briefly and, as it were, picture it; then indeed the labor of thought is wonderfully diminished.
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If you have a clear idea of a soul, you will have a clear idea of a form; for it is of the same genus, though a different species.
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The monad, of which we shall speak here, is nothing but a simple substance which enters into compounds; simple, that is to say, without parts.
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Each portion of matter may be conceived of as a garden full of plants, and as a pond full of fishes. But each branch of the plant, each member of the animal, each drop of its humors, is also such a garden or such a pond.
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Therefore, I have attacted [the problem of the catenary] which I had hitherto not attempted, and with my key [the differential calculus] happily opened its secret. Acta eruditorum
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Justice is charity in accordance with wisdom.
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The present is saturated with the past and pregnant with the future.
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The knowledge which we have acquired ought not to resemble a great shop without order, and without an inventory; we ought to know what we possess, and be able to make it serve us in need.
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For since it is impossible for a created monad to have a physical influence on the inner nature of another, this is the only way in which one can be dependent on another.
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I hold that the mark of a genuine idea is that its possibility can be proved, either a priori by conceiving its cause or reason, or a posteriori when experience teaches us that it is in fact in nature.
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Music is nothing but unconscious arithmetic.
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Now where there are no parts, there neither extension, nor shape, nor divisibility is possible. And these monads are the true atoms of nature and, in a word, the elements of things.
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He who understands Archimedes and Apollonius will admire less the achievements of the foremost men of later times.
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I hold that it is only when we can prove everything we assert that we understand perfectly the thing under consideration.
GOTTFRIED LEIBNIZ