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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
€5,50
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Wortels van de wiskunde
Wortels van de wiskundeWilliam P. Berlinghoff, Fernando Q. GuovêaGeschiedenis in de wiskundeles
De geschiedenis van de wiskunde in een grote notendop
Schetsen
1. Alles telt: Het noteren van gehele getallen
2. Daar kun je mee lezen en schrijven: De herkomst van de rekensymbolen
3. Als niets komt tot iets: De oorsprong van nul
4. Gebroken getallen: Breuken noteren
5. Minder dan niets?: Negatieve getallen
6. Met stappen van tien: Meten en wegen
7. Het meten van de cirkel: Het verhaal van π
8. De ...
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1 bod
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Van Rekeningh in Spelen van Geluck
Van Rekeningh in Spelen van GeluckChristiaan HuygensVertaald en toegelicht door Wim Kleijne
Inleiding
Afbeeldingen
Van Rekeningh in Spelen van Geluck
Noten
Toelichtingen
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Functional analysis in historical perspective
Functional analysis in historical perspectiveDr. A.F. MonnaI. The development of functional analysis
II. The development of the notion of a linear space
III. General analysis
IV. Some characteristic topics
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Dirichlet's principle
Dirichlet's principleDr. A.F. MonnaA mathematical comedy of errors and its influence on the development of analysis
I. The origins of potential theory
II. Variational principles
III. Critisism and the developments in post critical years
IV. Hilbert and the calculus of variations
V. Complex functions and potentials
VI. Functional-analytic approach
VII. Modern developments
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Encounter with Mathematics
Encounter with MathematicsLars Gårding1. Models and Reality
2. Number Theory
3. Algebra
4. Geometry and Linear Algebra
5. Limits, Continuity, and Topology
6. The Heroic Century
7. Differentiation
8. Integration
9. Series
10. Probability
11. Applications
12. The Sociology, Psychology, and Teaching of Mathematics
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Sets and Integration
Sets and IntegrationD. van Dalen, A.F. MonnaAn outline of the development
D. van Dalen - Set theory from Cantor to Cohen
A.F. Monna - The integral from Riemann to Bourbaki
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Dirichlet's principle
Dirichlet's principleDr. A.F. MonnaA mathematical comedy of errors and its influence on the development of analysis
I. The origins of potential theory
II. Variational principles
III. Critisism and the developments in post critical years
IV. Hilbert and the calculus of variations
V. Complex functions and potentials
VI. Functional-analytic approach
VII. Modern developments
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1 bod
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Dirk Jan Struik and his contributions to the history of mathematics
Dirk Jan Struik and his contributions to the history of mathematicsHistoria MathematicaSpeciaal nummer t.g.v. de 100ste verjaardag van Dirk Jan Struik.
O.a. artikelen van David E. Rowe, Helen May Walther, Dirk J. Struik en Gerard Alberts.
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Geschiedenis van de wiskunde
Geschiedenis van de wiskundeD.J. StruikWoord vooraf
I. Het begin
II. Het oude Oosten
III. Griekenland
IV. Het Oosten na het verval van de Griekse maatschappij
V. Het begin in West-Europa
VI. De zeventiende eeuw
VII. De achttiende eeuw
VIII. De negentiende eeuw
IX. De eerste helft der twintigste eeuw
Literatuuroverzicht
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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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The Arenarius of Archimedes
The Arenarius of ArchimedesE.J. Dijksterhuis (Ed.)De Griekse tekst, met woordenlijst
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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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Mathematics - Queen and Servant of Science
Mathematics - Queen and Servant of ScienceE.T. Bell1. Points of view
2. Mathematical truth
3. Breaking bounds
4. "The same, yet not the same"
5. The art of abstraction
6. Oaks from acorns
7. Pictorial thinking
8. Landmarks old and new
9. Groups
10. A metrical universe
11. The queen of mathematics
12. Abstraction and prediction
13. From Cyzicus to Neptune
14. Two kinds of picture
15. The chief instrument of applied mathematics
16. Further calculuses
17. Waves and vibrations
18. Choice and chance
...
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Men of Mathematics
Men of MathematicsE.T. Bell1. Introduction
2. Modern minds in ancient bodies-Zeno, Eudoxus, Archimedes
3. Gentleman, soldier, and mathematician-Descartes
4. The prince of amateurs-Fermat
5. 'Greatness and misery of man'-Pascal
6. On the seashore-Newton
7. Master of all trades-Leibniz
8. Nature of nurture?-The Bernoullis
9. Analysis incarnate-Euler
10. A lofty pyramid-Lagrange
11. From peasant to snob-Laplace
12. Friends of an emperor-Monge, Fourier
13. The day of glory-Poncelet
14. The prince of...
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Logic Machines and Diagrams
Logic Machines and DiagramsMartin Gardner1. The Ars Magna of Ramon Lull
2. Logic Diagrams
3. A Network Diagram for the Propositional Calculus
4. The Stanhope Demonstrator
5. Jevon's Logic Machine
6. Marquand's Machine and Others
7. Window Cards
8. Early Electrical Machines
9. Machine Intelligence
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Inleiding in de Niet-Euclidische Meetkunde op Historischen Grondslag
Inleiding in de Niet-Euclidische Meetkunde op Historischen GrondslagDr. H.J.E. BethI. De vóórgeschiedenis der niet-Euclidische meetkunde
II. De grondleggers der niet-Euclidische meetkunde
III. De analytische ruimteleer
IV. De projectieve en de groepentheoretische richting
V. De moderne axiomatica
VI. Hyperbolische meetkunde
VII. Elliptische meetkunde
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Een kwart eeuw wiskunde 1946-1971
Een kwart eeuw wiskunde 1946-1971Vacantiecursus 1971P.C. Baayen - Voorwoord
H. Freudenthal - Vijfentwintig jaar wiskundige ideeën en methoden
F. van der Blij - Getaltheorie 1946-1971
J.J. Seidel - Van recreatie naar toepassing, van meetkunde naar codes, grafen en groepen
J.J. de Iongh - Twee hoogtepunten uit het moderne grondslagenonderzoek van de wiskunde (uitgewerkt door P. van Emde Boas)
A. van Wijngaarden - Ontwikkelingen op computergebied
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Convolutions in French Mathematics 1800-1840, Vol. I,II,III
Convolutions in French Mathematics 1800-1840, Vol. I,II,IIIIvor Grattan-GuinnessVolume I: The Settings
1. Propaedeutic
2. Institutions and individuals around the 1800s
3. The 18th-century heritage: the calculus arond 1800
4. The Lagrangian tradition in the calculus, 1800-1815
5. The 18th-century heritage: mechanics around 1800
6. Progress in mechanics, 1800-1815
7. Laplace's mathematicised molecular physics, 1804-1816
8. Aspects of engineering mathematics, 1800-1816
Volume II: The Turns
9. The ...
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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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