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ct-eval-v4-0147
math-archive-historyofmathema01sm
math
History of Mathematics — Smith History of Mathematics Vol 1 (1923)
French Scholars. France produced no mathematicians of importance in the 13 th century. During a considerable part of the time her great university was a place of rioting rather than a seat of learning. In spite of this fact, however, several respectable scholars appeared, one...
https://archive.org/details/historyofmathema01smit
Smith
1923
B
authentic
0
null
null
de907120e6809089
ct-eval-v4-0038
prov-v02-B-0053
vedic
vedic
The Aryabhatiya of Aryabhata by W.E. Clark (ed.), 1930. University of Chicago Press, 1930. Scholarly critical edition of Aryabhatiya.
B
authentic
0
null
null
787fb561066212bb
ct-eval-v4-0197
math-archive-historyofmathema01sm
math
History of Mathematics — Smith History of Mathematics Vol 1 (1923)
Leibniz was a diplomat in the days when Machiavelli was a model, and this is not a flattering way in which to characterize him. Of no other man does the visitor to the portrait gallery of the mathematical world carry away such varied impressions. Some of the engravings sh...
https://archive.org/details/historyofmathema01smit
Smith
1923
B
authentic
0
null
null
587f645aa73bb98a
ct-eval-v4-0218
math-archive-historyofmathema01sm
math
History of Mathematics — Smith History of Mathematics Vol 1 (1923)
Poncelet. The life of Jean-Victor Poncelet2 illustrates the military activity of many mathematicians of the disturbed Napoleonic period. A pupil of Monge’s in the Ecole Poly¬ technique (1807-1810), he entered the army (1812) as lieu¬ tenant of engineers. On the French retreat f...
https://archive.org/details/historyofmathema01smit
Smith
1923
B
authentic
0
null
null
ac76e1b5e14e630c
ct-eval-v4-0305
math-archive-historyofmathema02sm
math
History of Mathematics — Smith History of Mathematics Vol 2 (1925)
The problem in definite form first appears in the M erpr/ae^ (metre' sets) of Heron (c. 50?), and although there is some ques¬ tion as to the authorship and date of the work, there is none as to the fact that this style of problem would appeal to such a writer as he. I...
https://archive.org/details/historyofmathema02smit
Smith
1925
B
anachronism
1
what Perelman's 2003 work on geometrization showed is that the three-sphere is the only simply connected compact three-manifold
648
eff7fa2cc544706a