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European Women in Mathematics

Edited by Emilia Mezzetti and Sylvie Paycha

in World Scientific Books from World Scientific Publishing Co. Pte. Ltd.

Abstract: This volume can be divided into two parts: a purely mathematical part with contributions on finance mathematics, interactions between geometry and physics and different areas of mathematics; another part on the popularization of mathematics and the situation of women in mathematics.

Keywords: Mathematical Finance; Geometry; Cohomology (search for similar items in EconPapers)
Date: 2003
ISBN: 9789812381903
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Downloads: (external link)
https://www.worldscientific.com/worldscibooks/10.1142/5124 (text/html)
Ebook Access is available upon purchase

Chapters in this book:

Ch 1 A BRIEF HISTORY OF THE EWM OFFICE IN HELSINKI, 1991–2001 , pp 7-8 Downloads
Marjatta Näätänen
Ch 2 THE MATHEMATICAL PART OF EWM MEETINGS , pp 17-22 Downloads
Capi Corrales Rodriganez and Laura Tedeschini Lalli
Ch 3 DERIVATIVES: A SCIENTIFIC REVOLUTION OF THE SEVENTIES , pp 41-52 Downloads
Francine Diener
Ch 4 WHY HEAVY TAILS IN FINANCIAL SERIES? ESTIMATIONS AND TESTS , pp 53-70 Downloads
Monique Pontier
Ch 5 PORTFOLIO OPTIMIZATION IN FINANCE , pp 71-92 Downloads
Nadine Bellamy
Ch 6 ANALYTICAL AND GEOMETRICAL FEATURES OF DE RHAM AND DOLBEAULT'S COHOMOLOGIES , pp 101-126 Downloads
Chiara de Fabritiis
Ch 7 THE MCKAY CORRESPONDENCE – A BRIDGE FROM ALGEBRA TO GEOMETRY , pp 127-147 Downloads
Yukari Ito
Ch 8 TOTAL POSITIVITY, FLAG VARIETIES AND QUANTUM COHOMOLOGY , pp 149-167 Downloads
Konstanze Rietsch
Ch 9 CALABI-YAU MANIFOLDS AND MIRROR SYMMETRY , pp 171-190 Downloads
Xenia de La Ossa
Ch 10 WHY IS THERE HYPERBOLIC GEOMETRY IN DYNAMICS? , pp 191-207 Downloads
Caroline Series
Ch 11 TESSELLATIONS AND RELATED MODULAR GROUPS , pp 209-219 Downloads
Asia Ivić Weiss
Ch 12 RESIDUE FORMULAE FOR VERLINDE SUMS, AND FOR NUMBER OF INTEGRAL POINTS IN CONVEX RATIONAL POLYTOPES , pp 225-226 Downloads
Michèle Vergne
Ch 13 LECTURE 1 RESIDUE FORMULAE FOR BERNOULLI POLYNOMIALS AND VERLINDE SUMS , pp 227-244 Downloads
Michèle Vergne
Ch 14 LECTURE 2 RESIDUE FORMULAE FOR VOLUMES AND NUMBER OF INTEGRAL POINTS IN CONVEX RATIONAL POLYTOPES , pp 245-285 Downloads
Michèle Vergne
Ch 15 REPORT , pp 289-292 Downloads
Tatiana Ivanova
Ch 16 RAISING PUBLIC AWARENESS IN MATHEMATICS: THE WMY2000 EXPERIENCE , pp 323-333 Downloads
Mireille Chaleyat-Maurel
Ch 17 POPULARIZATION OF MATHEMATICS: LOCAL AND GLOBAL PERSPECTIVES , pp 335-345 Downloads
Franka Miriam Brückler
Ch 18 WOMEN AND SCIENCE, IN EUROPE AND IN FRANCE , pp 351-357 Downloads
Claudine Hermann
Ch 19 FOCUS ON ITALIAN ACTIVITIES IN WOMEN AND SCIENCE , pp 359-366 Downloads
Rosa Maria Spitaleri
Ch 20 MATHEMATICIAN'S CAREERS - ANALYSIS OF A QUESTIONNAIRE , pp 367-372 Downloads
Ina Kersten and Emilia Mezzetti
Ch 21 HANKEL OPERATORS ON GENERALIZED BERGMAN-HARDY SPACES , pp 375-381 Downloads
Bettina Rehberg
Ch 22 MαTH-KIT: A MULTIMEDIA PROJECT FOR LEARNING AND TEACHING MATHEMATICS , pp 383-386 Downloads
Sabine Schiller and Luise Unger

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