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On Speed: the Many Lives of Amphetamine
On Speed Nicolas Rasmussen On Speed The Many Lives of Amphetamine a New York University Press • New York and London NEW YORK UNIVERSITY PRESS New York and London www.nyupress.org © 2008 by New York University All rights reserved Library of Congress Cataloging-in-Publication Data Rasmussen, Nicolas, 1962– On speed : the many lives of amphetamine / Nicolas Rasmussen. p. ; cm. Includes bibliographical references and index. ISBN-13: 978-0-8147-7601-8 (cl : alk. paper) ISBN-10: 0-8147-7601-9 (cl : alk. paper) 1. Amphetamines—United States—History. 2. Amphetamine abuse— United States—History. I. Title. II. Title: Many lives of amphetamine. [DNLM: 1. Amphetamines—history—United States. 2. Amphetamine-Related Disorders—history—United States. 3. History, 20th Century—United States. 4. History, 21st Century—United States. QV 102 R225o 2007] RM666.A493R37 2007 362.29'90973—dc22 2007043261 New York University Press books are printed on acid-free paper, and their binding materials are chosen for strength and durability. Manufactured in the United States of America c10987654321 p10987654321 To my parents, Laura and Norman, for teaching me to ask questions Contents Acknowledgments ix Introduction 1 1 The New Sensation 6 2 Benzedrine: The Making of a Modern Medicine 25 3 Speed and Total War 53 4 Bootleggers, Beatniks, and Benzedrine Benders 87 5 A Bromide for the Atomic Age 113 6 Amphetamine and the Go-Go Years 149 7 Amphetamine’s Decline: From Mental Medicine to Social Disease 182 8 Fast Forward: Still on Speed, 1971 to Today 222 Conclusion: The Lessons of History 255 Notes 261 List of Archival Sources 347 Index 348 About the Author 352 Illustrations appear in two groups following pages 86 and 148. -
Bridges Stockholm 2018 Mathematics | Art | Music | Architecture | Education | Culture 2018 Conference Proceedings Editors
Bridges Stockholm 2018 Mathematics | Art | Music | Architecture | Education | Culture 2018 Conference Proceedings Editors Program Chairs Eve Torrence Bruce Torrence Department of Mathematics Department of Mathematics Randolph-Macon College Randolph-Macon College Ashland, Virginia, USA Ashland, Virginia, USA Short Papers Chair Workshop Papers Chair Carlo H. Séquin Kristóf Fenyvesi Computer Science Division Department of Music, Art and Culture Studies University of California University of Jyväskylä Berkeley, USA Jyväskylä, Finland Production Chair Craig S. Kaplan Cheriton School of Computer Science University of Waterloo Waterloo, Ontario, Canada Bridges Stockholm 2018 Conference Proceedings (www.bridgesmathart.org). All rights reserved. General permission is granted to the public for non-commercial reproduction, in limited quantities, of individual articles, provided authorization is obtained from individual authors and a complete reference is given for the source. All copyrights and responsibilities for individual articles in the 2018 Conference Proceedings remain under the control of the original authors. ISBN: 978-1-938664-27-4 ISSN: 1099-6702 Published by Tessellations Publishing, Phoenix, Arizona, USA (© 2018 Tessellations) Distributed by MathArtFun.com (mathartfun.com). Cover design: Margaret Kepner, Washington, DC, USA Bridges Organization Board of Directors Kristóf Fenyvesi George W. Hart Department of Music, Art and Culture Studies Stony Brook University University of Jyväskylä, Finland New York, USA Craig S. Kaplan Carlo H. -
What Is Mathematics, Really? Reuben Hersh Oxford University Press New
What Is Mathematics, Really? Reuben Hersh Oxford University Press New York Oxford -iii- Oxford University Press Oxford New York Athens Auckland Bangkok Bogotá Buenos Aires Calcutta Cape Town Chennai Dar es Salaam Delhi Florence Hong Kong Istanbul Karachi Kuala Lumpur Madrid Melbourne Mexico City Mumbai Nairobi Paris São Paolo Singapore Taipei Tokyo Toronto Warsaw and associated companies in Berlin Ibadan Copyright © 1997 by Reuben Hersh First published by Oxford University Press, Inc., 1997 First issued as an Oxford University Press paperback, 1999 Oxford is a registered trademark of Oxford University Press All rights reserved. No part of this publication may be reproduced, stored in a retrieval system, or transmitted, in any form or by any means, electronic, mechanical, photocopying, recording, or otherwise, without the prior permission of Oxford University Press. Cataloging-in-Publication Data Hersh, Reuben, 1927- What is mathematics, really? / by Reuben Hersh. p. cm. Includes bibliographical references and index. ISBN 0-19-511368-3 (cloth) / 0-19-513087-1 (pbk.) 1. Mathematics--Philosophy. I. Title. QA8.4.H47 1997 510 ′.1-dc20 96-38483 Illustration on dust jacket and p. vi "Arabesque XXIX" courtesy of Robert Longhurst. The sculpture depicts a "minimal Surface" named after the German geometer A. Enneper. Longhurst made the sculpture from a photograph taken from a computer-generated movie produced by differential geometer David Hoffman and computer graphics virtuoso Jim Hoffman. Thanks to Nat Friedman for putting me in touch with Longhurst, and to Bob Osserman for mathematical instruction. The "Mathematical Notes and Comments" has a section with more information about minimal surfaces. Figures 1 and 2 were derived from Ascher and Brooks, Ethnomathematics , Santa Rosa, CA.: Cole Publishing Co., 1991; and figures 6-17 from Davis, Hersh, and Marchisotto, The Companion Guide to the Mathematical Experience , Cambridge, Ma.: Birkhauser, 1995. -
From Webspace to Cyberspace
From Webspace to Cyberspace Kevin Hughes Enterprise Integration Technologies July 1995 From Webspace to Cyberspace Version 1.0: December 1994 Version 1.1: July 1995 Copyright 1995 by Kevin Hughes The opinions stated in this document are solely those of the author and do not necessarily represent the views of Enterprise Integration Technologies. This document as a whole may be redistributed freely in any format for non-commercial purposes only. Comments, questions, corrections, and suggestions relating to this document are welcomed and can be sent to [email protected]. Trademarked names are used throughout this document; the trademark sym- bols have been omitted for editorial convenience with no intention of trade- mark infringement. Where such omissions exist the trademarked name has been printed with initial capitals. About the Author Kevin Hughes designs hypermedia products for EIT and is their webmaster. He has written Entering the World-Wide Web: A Guide to Cyberspace, an introduction to the World-Wide Web that has been used as training material in numerous companies and universities, and is a member of the World-Wide Web Hall of Fame. Enterprise Integration Technologies 800 El Camino Real Menlo Park, CA • 94025 Lobby: (415) 617-8000 Fax: (415) 617-8019 World-Wide Web: http://www.eit.com/ Thus science may implement the ways in which man produces, stores, and consults the record of the race. Vannevar Bush As We May Think Atlantic Monthly, July 1945 The trouble with the future is that it usually arrives when you least expect it. Arnold H. Glasow Foreword and Preface 5 of 254 Foreword and May 1993 was a quiet month, and it was business as usual on the Preface Internet. -
Front Matter the Editors
Bridges 2020 Mathematics | Art | Music | Architecture | Education | Culture Conference Proceedings Editors Program Chair Carolyn Yackel Mathematics Department Mercer University Macon, Georgia, USA Workshop Papers Chairs Eve Torrence Kristóf Fenyvesi Mathematics Department Finnish Institute for Educational Research Randolph-Macon College University of Jyväskylä Ashland, Virginia, USA Jyväskylä, Finland Short Papers Chair Production Chair Robert Bosch Craig S. Kaplan Mathematics Department Cheriton School of Computer Science Oberlin College University of Waterloo Oberlin, Ohio, USA Waterloo, Ontario, Canada Bridges 2020 Conference Proceedings (www.bridgesmathart.org). All rights reserved. General permission is granted to the public for non-commercial reproduction, in limited quantities, of individual articles, provided authorization is obtained from individual authors and a complete reference is given for the source. All copyrights and responsibilities for individual articles in the 2020 Conference Proceedings remain under the control of the original authors. ISBN: 978-1-938664-36-6 ISSN: 1099-6702 Published by Tessellations Publishing, Phoenix, Arizona, USA (© 2020 Tessellations) Distributed by MathArtFun.com (mathartfun.com). Cover design: Kerry Mitchell, Peoria, Arizona Bridges Board of Directors Kristóf Fenyvesi Susan Goldstine Finnish Institute for Educational Research Department of Mathematics and Computer University of Jyväskylä Science Jyväskylä, Finland St. Mary’s College of Maryland St. Mary’s City, Maryland, USA George Hart Craig -
Creativity and Rigor: a Bead Crochet Mathematics Course
Bridges 2021 Conference Proceedings Creativity and Rigor: A Bead Crochet Mathematics Course Eve Torrence Randolph-Macon College, Ashland, Virginia, USA; [email protected] Abstract In the fall semesters of 2018 and 2019 I taught a general education mathematics course motivated by bead crochet for the Randolph-Macon College Honors program. The course is based on the booK Crafting Conundrums: Puzzles and Patterns for the Bead Crochet Artist by Ellie BaKer and Susan Goldstine. The mathematical content of the course and two of the most complex projects are described in this paper. Many images of student worK are included. Introduction Crafting Conundrums: Puzzles and Patterns for the Bead Crochet Artist by Ellie Baker and Susan Goldstine [1] contains a wealth of mathematical ideas for designing bead crochet bracelets. Topics covered include topology, graph theory, the Four-color Theorem, Knot theory, tessellations, and wallpaper groups. When I first read this manuscript, I immediately thought this book would be a great way to introduce interesting mathematical topics that most undergraduate students never get to study. At Randolph-Macon College we have the opportunity to design and teach creative special topics courses in our Honors Program. These courses have a limited enrollment of 15 and cannot require any prerequisites. They are primarily taKen by first- and second-year students and most of the students enrolled in this course were not mathematics majors. In fact, some students selected this course because they had previously struggled in traditional mathematics courses. Would it really be possible to introduce students to all these topics, have them solve challenging math problems, and teach them to bead crochet, all in one semester? Mathematics Motivated by Bead Crochet Design Challenges BaKer and Goldstine have extensively analyzed the challenges of bead crochet bracelet design using their mathematical training. -
Ellie Baker Email: Ellie.Baker at Post.Harvard.Edu
Ellie Baker Email: ellie.baker at post.harvard.edu www.ellie-baker.com Ellie Baker holds a BFA in sculpture from the Rhode Island School of Design and a PhD in computer science from Harvard University. She has worked as a high-school fine arts teacher, a software engineer, and a computer science researcher, including positions at Harvard University and at computing pioneers Bolt, Beranek and Newman and Thinking Machines Corporation. In her research, Ellie’s interest in blending analytic and visual thought led her to study facial image database search strategies and to develop the Drawing Evolver, an interactive system for creating drawings of faces and other subjects using simulated evolution. Independently and in collaboration with others, she has produced artworks exhibited in juried shows of mathematical art, such as the national Joint Mathematics Meetings, Bridges (an international mathematics and art interdisciplinary conference), and MoSAIC (Mathematics of Science, Art, Industry, and Culture). RECENT PUBLICATIONS: Crafting Conundrums: Puzzles and Patterns for the Bead Crochet Artist (a book on the mathematics of pattern design in bead crochet), Ellie Baker and Susan Goldstine, AK Peters/CRC Press, December 2014. Infinitely Invertible Infinity, Ellie Baker, Daniel Baker, and Charles Wampler, Proceedings of Bridges 2020: Mathematics, Art, Music, Architecture, Education, Culture. https://2020.bridgesmathart.org/regular/83.html Tessellated Seven-Color Tori, Ellie Baker and Kevin Lee, Proceedings of Bridges 2019: Mathematics, Art, Music, Architecture, Education, Culture. https://archive.bridgesmathart.org/2019/bridges2019-517.pdf Invertible Infinity: A Toroidal Fashion Statement, Ellie Baker and Charles Wampler Proceedings of Bridges 2017: Mathematics, Art, Music, Architecture, Education, Culture. -
Download the MOVES 2019 Program
2019 MOVES Conference Schedule Math Unfolded: of Programs and Activities 2019 Welcome researchers, educators, the mathematical and families to the 2019 MOVES Conference, art of origami hosted by the National Museum of Mathematics! MoMath is pleased to acknowledge MOVES sponsor E 3 5 t h S t E 3 4 t h S t The Graduate Center, CUNY Sunday Afternoon Math in the Park Meet in Additions, the shop at MoMath 4:00-5:00 A Mathematical Walk in Madison Square Park (all ages) MOVES 2019 Ron Lancaster, University of Toronto Conference Locations Sunday Evening Open House and Dessert Reception at MoMath 6:30 Museum open for conference attendees only; early registration begins. E 2 7 t h S t • Enjoy more than three dozen unique, hands-on MoMath exhibits without the crowds! B r o a d w a y MoMath Fifth Avenue • Join Karl Schaffer as he leads attendees in hands-on E 2 6 t h S t string demonstrations to show surprising mathematical Madison connections. Square • Experience the amazing close-up magic of magician Mark Park Mitton and the mathematical magic of mathematician E 2 5 t h S t Colm Mulcahy. E 2 3 r d S t Lexington Avenue • Learn to fold a crown, a modular flower, a Madison Avenue E 2 4 t h S t fortune teller, and a surprise action model with Park Avenue E 2 2 n d S t OrigamiUSA. • Don’t miss the Math Unfolded exhibition in E 2 1 s t S t Composite, the gallery at MoMath, open all evening. -
Annual Report 1987
NATIONAL GALLERY OF ART 1987 ANNUAL REPORT \ 1987 ANNUAL REPORT National Gallery of Art All rights reserved. No part of this publication may be reproduced without the written permission of the National Gallery of Art, Washington, D.C. 20565 Copyright © 1988. Board of Trustees, National Gallery of Art This publication was produced by the Editors Office, National Gallery of Art, Washington Edited by Tarn L. Curry Designed by Susan Lehmann, Washington Printed by Schneidereith & Sons, Baltimore, Maryland The type is Bodoni Book, set by VIP Systems, Inc., Alexandria, Virginia Photo credits: James Pipkin, cover Lucian Perkins, The Washington Post, p. 10 Kathleen Buckalew, pp. 2-3, 98, 102, 104, 106, 148-149 Philip Charles, pp. 97, 122 Ann Hageman, p. 124 Mary Ellen Wilson, p. 65 William Wilson, pp. 74, 77, 92, 100 ISBN 0-89468-116-8 Pages 2-3: Sculpture from the Patsy and Raymond Nasher Collection CONTENTS 6 PREFACE 8 ORGANIZATION 11 DIRECTOR'S REVIEW OF THE YEAR 32 DONORS AND ACQUISITIONS 50 LENDERS 56 LOANS TO EXHIBITIONS 64 EDUCATIONAL SERVICES 64 Department of Public Programs 71 Department of Extension Programs 73 CENTER FOR ADVANCED STUDY IN THE VISUAL ARTS 81 OTHER DEPARTMENTAL REPORTS 81 Curatorial Division 89 Division of Records and Loans 90 Changes of Attribution 91 Library 95 Photographic Archives 95 Conservation Division 101 Editors Office 102 Exhibitions Office 103 Department of Installation and Design 106 Gallery Archives 107 Photographic Services 109 STAFF ACTIVITIES AND PUBLICATIONS 121 MUSIC AT THE GALLERY 123 ADMINISTRATOR'S REPORT 123 Publications Service 123 Facilities, Security, and Attendance 124 Office of Planning and Construction 126 FINANCIAL STATEMENTS 141 ROSTER OF EMPLOYEES AND DOCENTS PREFACE The National Gallery's fiscal year ending 30 September 1987 con- tinued the busy but rewarding pace that has characterized the past few years. -
J a N /Fe B 2
JAN/FEB 2013 JAN/FEB UC BERKELEY ART MUSEum & PacIFIC FILM ARCHIVE PROGRAM GUIDE SILenCE anna HALPRIN APIChaTPONG WeeRaseThaKUl rUDOLF De CRIGNIS PaCIFIC GUITAR EnseMBLE KYLE COOPEr STan LAI ALFRED HITCHCOCK ITALIan WesTERns WERneR SCHROETEr AFRICan FILM FesTIVAl JAPan’S ART TheaTER GUILD short list> 1/2/3 contemplate get lost watch out! Experience Silence, a major exhibition that In the radiant layers of hues and tones of Prepare for four months of suspense from explores the absence of sound as subject and Rudolf de Crignis’s blue paintings. P. 4 Alfred Hitchcock. See your old favorites medium in modern and contemporary art and again—from Vertigo and The Birds to North by film, fromMagritte to Marclay, Bergman to toast Northwest and Rear Window—and discover Brakhage. P. 9 Raise a glass of Pyramid Ale to Lady Port- his earlier British films, includingYoung and Huntly (Isabella Rossellini) at the tenth Innocent and The Lady Vanishes. P. 20 be a part of history anniversary screening of Guy Maddin’s Don’t miss the new —and final—staging of The Saddest Music in the World. P. 27 go global Anna Halprin’s legendary 1965 dance Parades See the world from the perspectives of and Changes, featuring live music by electronic meditate filmmakers from Egypt, Kenya, the Republic music pioneer Morton Subotnick. You have Come clear your mind in the first of a three- of Congo, Sudan, Morocco, Haiti, and South three opportunities to be involved in the part series of guided meditations in the Africa in our 2013 edition of the African Film collective problem solving that is at the heart galleries, with Wes Nisker of Spirit Rock Festival. -
Extended Introduction with Online Resources
Extended Introduction with Online Resources Mircea Pitici This is the sixth anthology in our series of recent writings on mathemat- ics selected from professional journals, general interest publications, and Internet sources. All pieces were first published in 2014, roughly in the form we reproduce (with one exception). Most of the volume is accessible to readers who do not have advanced training in mathematics but are curious to read well- informed commentaries about it. What do I want by sending this book into the world? What kind of experience I want the readers to have? On previous occasions I answered these questions in detail. To summarize anew my intended goal and my vision underlying this series, I use an extension of Lev Vygotsky’s con- cept of “zone of proximate development.” Vygotsky thought that a child learns optimally in the twilight zone where knowing and not know- ing meet—where she builds on already acquired knowledge and skills, through social interaction with adults who impart new knowledge and assist in honing new skills. Adapting this idea, I can say that I aspire to make the volumes in this series ripe for an optimal impact in the imagi- nary zone of proximal reception of their prospective audience. This means that the topics of some contributions included in these books might be familiar to some readers but novel and instructive for others. Every reader will find intriguing pieces here. Besides offering a curated collection of articles, each book in this series doubles into a reference work of sorts, for the recent nontechni- cal writings on mathematics—with the caveat that I decline any claim to being comprehensive in this attempt. -
Susan Goldstine Professor of Mathematics Department of Mathematics and Computer Science St
Susan Goldstine Professor of Mathematics Department of Mathematics and Computer Science St. Mary’s College of Maryland 47645 College Drive St. Mary’s City, MD 20686-3001 Q [email protected] http://faculty.smcm.edu/sgoldstine Education Harvard University Ph.D. in Mathematics, Novermber 1998. Dissertation title: Spin Representations and Lattices. A. M. in Mathematics, June 1996. Amherst College A. B. in Mathematics and French (summa cum laude), June 1993. Academic Appointments St. Mary’s College of Maryland Steven Muller Distinguished Professorship in the Sciences, August 2019 – July 2022. Professorship, August 2015 – present. Associate Professorship, August 2008 – July 2015. Assistant Professorship, August 2004 – July 2018. Amherst College Visiting Assistant Professorship, July 2003 – June 2004. The Ohio State University Ross Assistant Professorship, September 2000 – June 2003. McMaster University Britton Postdoctoral Fellowship, September 1998 – June 2000. Recent Publications Peer-Reviewed Proceedings Papers and Journal Articles A Mathematical Analysis of Mosaic Knitting: Constraints, Combinatorics, and Color-Swapping Symmet- ries, to appear in Journal of Mathematics and the Arts (with Carolyn Yackel). Eight Heptagons: The Double Torus Revisited, Bridges 2020: Mathematics, Art, Music, Architecture, Education, Culture: Conference Proceedings, Tessellations Publishing, July 2020, pp. 413–416. Self-Diagramming Lace, Bridges Stockholm: Mathematics, Art, Music, Architecture, Education, Culture: 2018 Conference Proceedings, Tessellations