Memorabilia Mathematica; or, the Philomath's Quotation-Book
Science
Memorabilia Mathematica; or, the Philomath's Quotation-Book
Mathematics; Mathematics -- Quotations, maxims, etc.
=1602.= There is no inquiry which is not finally reducible to a
question of Numbers; for there is none which may not be conceived
of as consisting in the determination of quantities by each
other, according to certain relations.--COMTE, A.
_Positive Philosophy [Martineau], Bk. 1,
chap. 1._
=1603.= Pythagoras says that number is the origin of all things,
and certainly the law of number is the key that unlocks the
secrets of the universe. But the law of number possesses an
immanent order, which is at first sight mystifying, but on a more
intimate acquaintance we easily understand it to be intrinsically
necessary; and this law of number explains the wondrous
consistency of the laws of nature.--CARUS, PAUL.
_Reflections on Magic Squares; Monist,
Vol. 16 (1906), p. 139._
=1604.= An ancient writer said that arithmetic and geometry are
the _wings of mathematics_; I believe one can say without
speaking metaphorically that these two sciences are the
foundation and essence of all the sciences which deal with
quantity. Not only are they the foundation, they are also, as it
were, the capstones; for, whenever a result has been arrived at,
in order to use that result, it is necessary to translate it into
numbers or into lines; to translate it into numbers requires the
aid of arithmetic, to translate it into lines necessitates the
use of geometry.--LAGRANGE.
_Leçons Elémentaires sur les
Mathématiques, Leçon seconde._
=1605.= It is number which regulates everything and it is measure
which establishes universal order.... A quiet peace, an
inviolable order, an inflexible security amidst all change and
turmoil characterize the world which mathematics discloses and
whose depths it unlocks.--DILLMANN, E.
_Die Mathematik die Fackelträgerin einer
neuen Zeit (Stuttgart, 1889), p. 12._
=1606.=
Number, the inducer of philosophies,
The synthesis of letters, ....
--AESCHYLUS.
_Quoted in, Thomson, J. A., Introduction
to Science, chap. 1 (London)._
=1607.= Amongst all the ideas we have, as there is none suggested
to the mind by more ways, so there is none more simple, than that
of _unity_, or one: it has no shadow of variety or composition in
it; every object our senses are employed about; every idea in our
understanding; every thought of our minds, brings this idea along
with it. And therefore it is the most intimate to our thoughts,
as well as it is, in its agreement to all other things, _the most
universal idea we have_.--LOCKE, JOHN.
_An Essay concerning Human
Understanding, Bk. 2, chap. 16, sect.
1._
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