Memorabilia Mathematica; or, the Philomath's Quotation-Book
Science
Memorabilia Mathematica; or, the Philomath's Quotation-Book
Mathematics; Mathematics -- Quotations, maxims, etc.
=1593.= If economists expect of the application of the
mathematical method any extensive concrete numerical results, and
it is to be feared that like other non-mathematicians all too
many of them think of mathematics as merely an arithmetical
science, they are bound to be disappointed and to find a paucity
of results in the works of the few of their colleagues who use
that method. But they should rather learn, as the mathematicians
among them know full well, that mathematics is much broader, that
it has an abstract quantitative (or even qualitative) side, that
it deals with relations as well as numbers, ....--WILSON, E. B.
_Bulletin American Mathematical Society,
Vol. 18 (1912), p. 464._
=1594.= The effort of the economist is to _see_, to picture the
inter-play of economic elements. The more clearly cut these
elements appear in his vision, the better; the more elements he
can grasp and hold in his mind at once, the better. The economic
world is a misty region. The first explorers used unaided vision.
Mathematics is the lantern by which what before was dimly visible
now looms up in firm, bold outlines. The old phantasmagoria
disappear. We see better. We also see further.--FISHER, IRVING.
_Transactions of Connecticut Academy,
Vol. 9 (1892), p. 119._
=1595.= In the great inquiries of the moral and social sciences
... mathematics (I always mean Applied Mathematics) affords the
only sufficient type of deductive art. Up to this time, I may
venture to say that no one ever knew what deduction is, as a
means of investigating the laws of nature, who had not learned it
from mathematics, nor can any one hope to understand it
thoroughly, who has not, at some time in his life, known enough
of mathematics to be familiar with the instrument at work.
--MILL, J. S.
_An Examination of Sir William
Hamilton’s Philosophy (London, 1878), p.
622._
=1596.= Let me pass on to say a word or two about the teaching of
mathematics as an academic training for general professional
life. It has immense capabilities in that respect. If you
consider how much of the effectiveness of an administrator
depends upon the capacity for co-ordinating appropriately a
number of different ideas, precise accuracy of definition,
rigidity of proof, and sustained reasoning, strict in every step,
and when you consider what substitutes for these things nine men
out of every ten without special training have to put up with, it
is clear that a man with a mathematical training has incalculable
advantages.--SHAW, W. H.
_Perry’s Teaching of Mathematics
(London, 1902), p. 73._
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