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- 03007206%2F%2Fr862 contributor B326716.
- 03007206%2F%2Fr862 contributor B326717.
- 03007206%2F%2Fr862 created "1894.".
- 03007206%2F%2Fr862 date "1894".
- 03007206%2F%2Fr862 date "1894.".
- 03007206%2F%2Fr862 dateCopyrighted "1894.".
- 03007206%2F%2Fr862 description "I. Clebsch.--II-III. Sophus Lie.--IV. On the real shape of algebraic curves and surfaces.--V. Theory of functions and geometry.--VI. On the mathematical character of space-intuition, and the relation of pure mathematics to the applied sciences.--VII. The transcendency of the numbers [epsilon] and [pi].--VIII. Ideal numbers.--IX. The solution of higher algebraic equations.--X. On some recent advances in hyperelliptic and Abelian functions.--XI. The most recent researches in non-Euclidean geometry.--XII. The study of mathematics at Göttingen.--Appendix.".
- 03007206%2F%2Fr862 extent "ix, 109 p.".
- 03007206%2F%2Fr862 issued "1894".
- 03007206%2F%2Fr862 issued "1894.".
- 03007206%2F%2Fr862 language "eng".
- 03007206%2F%2Fr862 publisher "New York, London, Macmillan and co.,".
- 03007206%2F%2Fr862 subject "Mathematics.".
- 03007206%2F%2Fr862 subject "QA7 .K6".
- 03007206%2F%2Fr862 tableOfContents "I. Clebsch.--II-III. Sophus Lie.--IV. On the real shape of algebraic curves and surfaces.--V. Theory of functions and geometry.--VI. On the mathematical character of space-intuition, and the relation of pure mathematics to the applied sciences.--VII. The transcendency of the numbers [epsilon] and [pi].--VIII. Ideal numbers.--IX. The solution of higher algebraic equations.--X. On some recent advances in hyperelliptic and Abelian functions.--XI. The most recent researches in non-Euclidean geometry.--XII. The study of mathematics at Göttingen.--Appendix.".
- 03007206%2F%2Fr862 title "The Evanston colloquium: lectures on mathematics delivered from Aug. 28 to Sept. 9, 1893 before members of the Congress of mathematics held in connection with the World's fair in Chicago at Northwestern university, Evanston, Ill., by Felix Klein. Reported by Alexander Ziwet. Pub. for H.S. White and A. Ziwet.".
- 03007206%2F%2Fr862 type "text".