An Interview with Mary Ellen Rudin* by Donald J
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NEWSLETTER Issue: 491 - November 2020
i “NLMS_491” — 2020/10/28 — 11:56 — page 1 — #1 i i i NEWSLETTER Issue: 491 - November 2020 COXETER THE ROYAL INSTITUTION FRIEZES AND PROBABILIST’S CHRISTMAS GEOMETRY URN LECTURER i i i i i “NLMS_491” — 2020/10/28 — 11:56 — page 2 — #2 i i i EDITOR-IN-CHIEF COPYRIGHT NOTICE Eleanor Lingham (Sheeld Hallam University) News items and notices in the Newsletter may [email protected] be freely used elsewhere unless otherwise stated, although attribution is requested when reproducing whole articles. Contributions to EDITORIAL BOARD the Newsletter are made under a non-exclusive June Barrow-Green (Open University) licence; please contact the author or David Chillingworth (University of Southampton) photographer for the rights to reproduce. Jessica Enright (University of Glasgow) The LMS cannot accept responsibility for the Jonathan Fraser (University of St Andrews) accuracy of information in the Newsletter. Views Jelena Grbic´ (University of Southampton) expressed do not necessarily represent the Cathy Hobbs (UWE) views or policy of the Editorial Team or London Christopher Hollings (Oxford) Mathematical Society. Stephen Huggett Adam Johansen (University of Warwick) ISSN: 2516-3841 (Print) Susan Oakes (London Mathematical Society) ISSN: 2516-385X (Online) Andrew Wade (Durham University) DOI: 10.1112/NLMS Mike Whittaker (University of Glasgow) Early Career Content Editor: Jelena Grbic´ NEWSLETTER WEBSITE News Editor: Susan Oakes Reviews Editor: Christopher Hollings The Newsletter is freely available electronically at lms.ac.uk/publications/lms-newsletter. CORRESPONDENTS AND STAFF MEMBERSHIP LMS/EMS Correspondent: David Chillingworth Joining the LMS is a straightforward process. For Policy Digest: John Johnston membership details see lms.ac.uk/membership. -
Women in Mathematics: an Historical Account of Women's Experiences and Achievement Kendra D
Claremont Colleges Scholarship @ Claremont CMC Senior Theses CMC Student Scholarship 2011 Women in Mathematics: An Historical Account of Women's Experiences and Achievement Kendra D. Huff Claremont McKenna College Recommended Citation Huff, Kendra D., "Women in Mathematics: An Historical Account of Women's Experiences and Achievement" (2011). CMC Senior Theses. Paper 150. http://scholarship.claremont.edu/cmc_theses/150 This Open Access Senior Thesis is brought to you by Scholarship@Claremont. It has been accepted for inclusion in this collection by an authorized administrator. For more information, please contact [email protected]. CLAREMONT McKENNA COLLEGE WOMEN IN MATHEMATICS: AN HISTORICAL ACCOUNT OF WOMEN’S EXPERIENCES AND ACHIEVEMENT SUBMITTED TO PROFESSOR ASUMAN GÜVEN AKSOY AND DEAN GREGORY HESS BY KENDRA DANIELLE HUFF FOR SENIOR THESIS SPRING/2011 APRIL 25, 2011 Women in Mathematics 2 Table of Contents Abstract……………………………………………………………………………………3 I. A History of Women in Mathematics…………………………………………………4 II. The Effects of Gender on Mathematics Achievement……………………………….13 III. Personal Experiences of Female Mathematicians in the Claremont Colleges……….23 IV. Changing Trends for Women in the Mathematics Field…………………………….38 References………………………………………………………………………………..50 Women in Mathematics 3 Abstract For a long time, women have struggled to gain complete acceptance in the mathematics field. The purpose of this paper is to explore the history of women in the field of mathematics, the impact and experiences of current female mathematicians, and the common trends for women in the mathematics field, through literature review and personal interviews. This paper looks at the lives of four famous female mathematicians, as well as female mathematicians in the Claremont Colleges who were interviewed for this paper. -
Faculty Document 2436 Madison 7 October 2013
University of Wisconsin Faculty Document 2436 Madison 7 October 2013 MEMORIAL RESOLUTION OF THE FACULTY OF THE UNIVERSITY OF WISCONSIN-MADISON ON THE DEATH OF PROFESSOR EMERITA MARY ELLEN RUDIN Mary Ellen Rudin, Hilldale professor emerita of mathematics, died peacefully at home in Madison on March 18, 2013. Mary Ellen was born in Hillsboro, Texas, on December 7, 1924. She spent most of her pre-college years in Leakey, another small Texas town. In 1941, she went off to college at the University of Texas in Austin, and she met the noted topologist R.L. Moore on her first day on campus, since he was assisting in advising incoming students. He recognized her talent immediately and steered her into the math program, which she successfully completed in 1944, and she then went directly into graduate school at Austin, receiving her PhD under Moore’s supervision in 1949. After teaching at Duke University and the University of Rochester, she joined the faculty of the University of Wisconsin-Madison as a lecturer in 1959 when her husband Walter came here. Walter Rudin died on May 20, 2010. Mary Ellen became a full professor in 1971 and professor emerita in 1991. She also held two named chairs: she was appointed Grace Chisholm Young Professor in 1981 and Hilldale Professor in 1988. She received numerous honors throughout her career. She was a fellow of the American Academy of Arts and Sciences and was a member of the Hungarian Academy of Sciences, and she received honorary doctor of science degrees from the University of North Carolina, the University of the South, Kenyon College, and Cedar Crest College. -
President's Report
Newsletter VOLUME 44, NO. 3 • MAY–JUNE 2014 PRESIDENT’S REPORT It is with great pleasure that I address this report to the whole mathematical community! As of March 2014, all current and previously embargoed AWM Newsletters are available to members and non-members alike through the AWM The purpose of the Association website. The academic world is embroiled in an ongoing debate on “open access” for Women in Mathematics is for journals, books, etc. A version of this debate unfolded at the January Executive • to encourage women and girls to Committee meeting over open access for the AWM Newsletter, weighing the study and to have active careers advantages of getting our message out to the broader community against the desire in the mathematical sciences, and to offer unique benefits to our members. We believe that most of you who are • to promote equal opportunity and the equal treatment of women and currently members have joined AWM because you believe in our mission and will girls in the mathematical sciences. not begrudge our efforts to spread our message to a broader audience. We firmly hope that those of you who are not members, but find ourNewsletters informa- tive and thought-provoking, will join AWM to help us support the growing community of women in mathematics. One of the current initiatives at AWM is to broaden the reach of the Asso- ciation beyond academics to include more people working in government and industry. Please help us reach out to this audience by telling your friends in govern- ment or industry about AWM. -
Real Proofs of Complex Theorems (And Vice Versa)
REAL PROOFS OF COMPLEX THEOREMS (AND VICE VERSA) LAWRENCE ZALCMAN Introduction. It has become fashionable recently to argue that real and complex variables should be taught together as a unified curriculum in analysis. Now this is hardly a novel idea, as a quick perusal of Whittaker and Watson's Course of Modern Analysis or either Littlewood's or Titchmarsh's Theory of Functions (not to mention any number of cours d'analyse of the nineteenth or twentieth century) will indicate. And, while some persuasive arguments can be advanced in favor of this approach, it is by no means obvious that the advantages outweigh the disadvantages or, for that matter, that a unified treatment offers any substantial benefit to the student. What is obvious is that the two subjects do interact, and interact substantially, often in a surprising fashion. These points of tangency present an instructor the opportunity to pose (and answer) natural and important questions on basic material by applying real analysis to complex function theory, and vice versa. This article is devoted to several such applications. My own experience in teaching suggests that the subject matter discussed below is particularly well-suited for presentation in a year-long first graduate course in complex analysis. While most of this material is (perhaps by definition) well known to the experts, it is not, unfortunately, a part of the common culture of professional mathematicians. In fact, several of the examples arose in response to questions from friends and colleagues. The mathematics involved is too pretty to be the private preserve of specialists. -
Pynchon's Sound of Music
Pynchon’s Sound of Music Christian Hänggi Pynchon’s Sound of Music DIAPHANES PUBLISHED WITH SUPPORT BY THE SWISS NATIONAL SCIENCE FOUNDATION 1ST EDITION ISBN 978-3-0358-0233-7 10.4472/9783035802337 DIESES WERK IST LIZENZIERT UNTER EINER CREATIVE COMMONS NAMENSNENNUNG 3.0 SCHWEIZ LIZENZ. LAYOUT AND PREPRESS: 2EDIT, ZURICH WWW.DIAPHANES.NET Contents Preface 7 Introduction 9 1 The Job of Sorting It All Out 17 A Brief Biography in Music 17 An Inventory of Pynchon’s Musical Techniques and Strategies 26 Pynchon on Record, Vol. 4 51 2 Lessons in Organology 53 The Harmonica 56 The Kazoo 79 The Saxophone 93 3 The Sounds of Societies to Come 121 The Age of Representation 127 The Age of Repetition 149 The Age of Composition 165 4 Analyzing the Pynchon Playlist 183 Conclusion 227 Appendix 231 Index of Musical Instruments 233 The Pynchon Playlist 239 Bibliography 289 Index of Musicians 309 Acknowledgments 315 Preface When I first read Gravity’s Rainbow, back in the days before I started to study literature more systematically, I noticed the nov- el’s many references to saxophones. Having played the instru- ment for, then, almost two decades, I thought that a novelist would not, could not, feature specialty instruments such as the C-melody sax if he did not play the horn himself. Once the saxophone had caught my attention, I noticed all sorts of uncommon references that seemed to confirm my hunch that Thomas Pynchon himself played the instrument: McClintic Sphere’s 4½ reed, the contra- bass sax of Against the Day, Gravity’s Rainbow’s Charlie Parker passage. -
Problem-Solving in Undergraduate Mathematics and Computer Aided Assessment
View metadata, citation and similar papers at core.ac.uk brought to you by CORE provided by University of Birmingham Research Archive, E-theses Repository Problem-Solving in Undergraduate Mathematics and Computer Aided Assessment by Matthew Badger A thesis submitted to The University of Birmingham for the degree of Doctor of Philosophy School of Mathematics The University of Birmingham February 2013 University of Birmingham Research Archive e-theses repository This unpublished thesis/dissertation is copyright of the author and/or third parties. The intellectual property rights of the author or third parties in respect of this work are as defined by The Copyright Designs and Patents Act 1988 or as modified by any successor legislation. Any use made of information contained in this thesis/dissertation must be in accordance with that legislation and must be properly acknowledged. Further distribution or reproduction in any format is prohibited without the permission of the copyright holder. Abstract Problem solving is an important skill for students of the mathematical sciences, but traditional methods of directed learning often fail to teach students how to solve problems independently. To compound the issue, assessing problem-solving skills with computers is extremely difficult. In this thesis we investigate teaching by problem solving and introducing aspects of problem solving in computer aided assessment. In the first part of this thesis we discuss problem solving and problem-based pedagogies. This leads us, in the second part, to a discussion of the Moore Method, a method ofenquiry- based learning. We demonstrate that a Moore Method course in the School of Mathematics at the University of Birmingham has helped students’ performance in certain other courses in the School, and record the experiences of teachers new to the Moore Method at another U.K. -
Arxiv:2104.09150V1 [Math.LO] 19 Apr 2021 Dokwer
A GUESSING PRINCIPLE FROM A SOUSLIN TREE, WITH APPLICATIONS TO TOPOLOGY ASSAF RINOT AND ROY SHALEV This paper is dedicated to the memory of Kenneth Kunen (1943–2020) Abstract. We introduce a new combinatoiral principle which we call ♣AD. This principle asserts the existence of a certain multi-ladder system with guess- ing and almost-disjointness features, and is shown to be sufficient for carrying out de Caux type constructions of topological spaces. Our main result states that strong instances of ♣AD follow from the exis- tence of a Souslin tree. It is also shown that the weakest instance of ♣AD does not follow from the existence of an almost Souslin tree. As an application, we obtain a simple, de Caux type proof of Rudin’s result that if there is a Souslin tree, then there is an S-space which is Dowker. 1. Introduction All topological spaces under consideration are assumed to be T1 and Hausdorff. A Dowker space is a normal topological space whose product with the unit interval is not normal. Dowker [Dow51] raised the question of their very existence, and gave a useful characterization of these spaces. The first consistent example of such a space was given by Rudin [Rud55], who constructed a Dowker space of size ℵ1, assuming the existence of a Souslin tree. Later on, in [Rud72], Rudin ℵ constructed another Dowker space, this time in ZFC, and of cardinality (ℵω) 0 . Two decades later, Balogh [Bal96] gave a ZFC construction of a Dowker space of size 2ℵ0 , and Kojman and Shelah [KS98] gave a ZFC construction of a Dowker space of size ℵω+1. -
Reflectionsnextsunday Resources 6316 Peake Road, Macon GA 31210-3960 1-800-747-3016 (USA) • 478-757-0564 (Advertising)
Daily Devotional Guide May–August 2020 ReflectionsNextSunday Resources 6316 Peake Road, Macon GA 31210-3960 1-800-747-3016 (USA) • 478-757-0564 (Advertising) Keith Gammons Dee Kelly Publisher Chelsea Madden Deborah Miley Carol Davis Younger Church Relations Editor Dave Jones Katie Cummings Graphic Design Assistant Editor An imprint of Smyth & Helwys Publishing. Volume 29, Number 3. Copyright © 2020 Smyth & Helwys Publishing, Inc. All rights reserved. No part of this material may be reproduced in any form without written permission. Scripture quotations unless otherwise indicated are from the New Revised Standard Version. Daily Devotional Guide Reflections Themes for May–August 2020 May 1-2 Peter Heals in Jerusalem May 3-9 Church at Thessalonica May 10-16 Church at Corinth May 17-23 Faith, Hope, and Love May 24-30 Death Swallowed in Life May 31–June 6 Gifts of the Spirit (Pentecost) June 7-13 Job June 14-20 Job June 21-27 Job June 28–July 4 Job July 5-11 Job July 12-18 Consolation July 19-25 Forgiveness July 26–August 1 Treasure in Clay Jars August 2-8 Walk by Faith Not Sight August 9-15 Generosity August 16-22 Words for the Day August 23-29 Words for the Day August 30-31 Words for the Day At the start of every Fromsummer I fantasizethe Editor about those lazy, hazy days in Nat King Cole’s song that ideally define this season. I’ll picture three months full of playtime and deeper breaths. I’ll imagine days that are longer than our agendas, and an enjoyable book- list to work through. -
Sophie's World
Sophie’s World Jostien Gaarder Reviews: More praise for the international bestseller that has become “Europe’s oddball literary sensation of the decade” (New York Newsday) “A page-turner.” —Entertainment Weekly “First, think of a beginner’s guide to philosophy, written by a schoolteacher ... Next, imagine a fantasy novel— something like a modern-day version of Through the Looking Glass. Meld these disparate genres, and what do you get? Well, what you get is an improbable international bestseller ... a runaway hit... [a] tour deforce.” —Time “Compelling.” —Los Angeles Times “Its depth of learning, its intelligence and its totally original conception give it enormous magnetic appeal ... To be fully human, and to feel our continuity with 3,000 years of philosophical inquiry, we need to put ourselves in Sophie’s world.” —Boston Sunday Globe “Involving and often humorous.” —USA Today “In the adroit hands of Jostein Gaarder, the whole sweep of three millennia of Western philosophy is rendered as lively as a gossip column ... Literary sorcery of the first rank.” —Fort Worth Star-Telegram “A comprehensive history of Western philosophy as recounted to a 14-year-old Norwegian schoolgirl... The book will serve as a first-rate introduction to anyone who never took an introductory philosophy course, and as a pleasant refresher for those who have and have forgotten most of it... [Sophie’s mother] is a marvelous comic foil.” —Newsweek “Terrifically entertaining and imaginative ... I’ll read Sophie’s World again.” — Daily Mail “What is admirable in the novel is the utter unpretentious-ness of the philosophical lessons, the plain and workmanlike prose which manages to deliver Western philosophy in accounts that are crystal clear. -
THE HISTORY of MR. POLLY by H. G. Wells
THE HISTORY OF MR. POLLY By H. G. Wells CONTENTS: Chapter the First Beginnings, and the Bazaar...................................................................3 Chapter the Second The Dismissal of Parsons ...............................................................19 Chapter the Third Cribs .................................................................................................28 Chapter the Fourth Mr. Polly an Orphan........................................................................36 Chapter the Fifth Mr. Polly Takes a Vacation ................................................................55 Chapter the Sixth Miriam ..............................................................................................76 Chapter the Seventh The Little Shop at Fishbourne .....................................................105 Chapter the Eighth Making an End to Things ..............................................................126 Chapter the Ninth The Potwell Inn ..............................................................................143 Chapter the Tenth Miriam Revisited............................................................................183 Chapter the First Beginnings, and the Bazaar I “Hole!” said Mr. Polly, and then for a change, and with greatly increased emphasis: “’Ole!” He paused, and then broke out with one of his private and peculiar idioms. “Oh! Beastly Silly Wheeze of a Hole!” He was sitting on a stile between two threadbare looking fields, and suffering acutely from indigestion. He suffered from -
Goddess and God in the World
Contents Introduction: Goddess and God in Our Lives xi Part I. Embodied Theologies 1. For the Beauty of the Earth 3 Carol P. Christ 2. Stirrings 33 Judith Plaskow 3. God in the History of Theology 61 Carol P. Christ and Judith Plaskow 4. From God to Goddess 75 Carol P. Christ 5. Finding a God I Can Believe In 107 Judith Plaskow 6. Feminist Theology at the Center 131 Carol P. Christ and Judith Plaskow 7. Answering My Question 147 Carol P. Christ 8. Wrestling with God and Evil 171 Judith Plaskow Part II. Theological Conversations 9. How Do We Think of Divine Power? 193 (Responding to Judith’s Chapters in Part 1) Carol P. Christ 10. Constructing Theological Narratives 217 (Responding to Carol’s Chapters in Part 1) Judith Plaskow 11. If Goddess Is Not Love 241 (Responding to Judith’s Chapter 10) Carol P. Christ 12. Evil Once Again 265 (Responding to Carol ’s Chapter 9) Judith Plaskow 13. Embodied Theology and the 287 Flourishing of Life Carol P. Christ and Judith Plaskow List of Publications: Carol P. Christ 303 List of Publications: Judith Plaskow 317 Index 329 GODDESS AND GOD IN THE WORLD Sunday school lack a vocabulary for intelligent discussion of religion. Without new theological language, we are likely to be hesitant, reluctant, or unable to speak about the divinity we struggle with, reject, call upon in times of need, or experience in daily life. Yet ideas about the sacred are one of the ways we orient ourselves in the world, express the values we consider most important, and envision the kind of world we would like to bring into being.