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Women in Mathematics
Women in MathematicsLynn M. OsenHistory
Hypatia, 370-415
From the Dark Ages to the Renaissance: The "Witch" of Agnesi, 1718-1799
Emilie de Breteuil, Marquise du Châtelet, 1706-1749
Caroline Herschel, 1750-1848
Sophie Germain, 1776-1831
Mary Fairfax Somerville, 1780-1872
Sonya Corvin-Krukovsky Kovalevsky, 1850-1891
Emmy (Amalie) Noether, 1882-1935
The Golden Age of Mathematics
The Feminine Mathtique
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Weg van het cijferen - Rekenmethodes vanaf 1800 tot heden
Weg van het cijferen - Rekenmethodes vanaf 1800 tot hedenAdri Treffers1. Mechanische methodiek 1800-1875
2. Opkomst heuristische rekenmethodes 1875-1900
3. Pendelen tussen Bartjens en Versluys 1900-1950
4. Richtingen in het traditionele rekenen 1950-1985
5. Naar een nationaal rekenprogramma 1985-1990
6. De stille rekenrevolutie 1990-2010
7. Overzicht 1800-2010
Appendix: Balans van de vernieuwing 1985-2010
€5,50
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The Art of the Infinite
The Art of the InfiniteRobert Kaplan, Ellen Kaplan1. Time and the Mind
2. How Do We Hold These Truths?
3. Designs on a Locked Chest
Interlude: The Infinite and the Indefinite
4. Skipping Stones
5. Euclid Alone
Interlude: Longing and the Infinite
6. The Eagle of Algebra
7. Into the Highlands
Interlude: The Infinite and the Unknown
8. Back of Beyond
9. The Abyss
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Vorlesungen über die Entwicklung der Mathematik im 19. Jahrhundert
Vorlesungen über die Entwicklung der Mathematik im 19. JahrhundertFelix KleinAusgabe in einem Band
1. Gauss
2. Frankreich und die École Polytechnique in den ersten Jahrzehnten des 19. Jahrhunderts
3. Die Gründung des Crelleschen Journals und das Aufblühen der reinen Mathematik in Deutschland
4. Die Entwicklung der algebraischen Geometrie über Moebius, Plücker und Steiner hinaus
5. Mechanik und mathematische Physik in Deutschland und England bis etwa 1880
6. Die allgemeine Funktionentheori...
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100 Great Problems of Elementary Mathematics: Their History and Solution
100 Great Problems of Elementary Mathematics: Their History and SolutionHeinrich DörrieArithmetic Problems
Problems Concerning Conic Sections and Cycloids
Stereometric Problems
Nautical and Astronomical Problems
Extremes
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A Source Book in Mathematics 1
A Source Book in Mathematics 1David Eugene SmithSelections From the Classic Writings of Pascal, Leibniz, Euler, Fermat, Gauss, Descartes, Newton and many others
I. The Field of Number. Twenty-four articles trace developments from the first steps in printed arithmetic through selected number systems, to the early phases of modern number theory.
II. The Field of Algebra. Eighteen articles on algebra include writings by Fermat, John Wallis, Newton, Leibniz, Abel, Galois, etc.
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A History of Mathematics
A History of MathematicsCarl B. Boyer, Uta C. MerzbachRevised by Uta C. Merzbach
1. Origins
2. Egypt
3. Mesopotamia
4. Ionia and the Pythagoreans
5. The Heroic Age
6. The Age of Plato and Aristotle
7. Euclid of Alexandria
8. Archimedes of Syracuse
9. Apollonius of Perga
10. Greek Trigonometry and Mensuration
11. Revival and Decline of Greek Mathematics
12. China and India
13. The Arabic Hegemony
14. Europe in the Middle Ages
15. The Renaissance
16. Prelude to Modern Mathematics
17. The Tim...
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The First Book of Euclidis Elementa
The First Book of Euclidis ElementaE.J. Dijksterhuis (Ed.)De Griekse tekst, met woordenlijst
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Petrus Ramus en de wiskunde
Petrus Ramus en de wiskundeDr. J.J. VerdonkProefschrift
I. Ramus en zijn medewerkers op wiskundig terrein
1. Ramus
2. De medewerkers van Ramus
3. Corpus matheseos
II. De leerboeken van Ramus en hun betekenis
4. Arithmetica en algebra
5. De geometria
6. De betekenis van Ramus' wiskundige werken
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The Arenarius of Archimedes
The Arenarius of ArchimedesE.J. Dijksterhuis (Ed.)De Griekse tekst, met woordenlijst
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3 biedingen