Cornell University College of 1969-70

Total Page:16

File Type:pdf, Size:1020Kb

Cornell University College of 1969-70 Cornell University ANNOUNCEMENTS College of Arts and Sciences 1969-70 CORNELL UNIVERSITY ANNOUNCEMENTS Volume 60. Number 18. March 27, 1969. Published twenty- two times a year: four times in August; three times in March and October; twice in May, July, September, and November; once in January, April, June, and December. Published by Cornell University at Sheldon Court, 420 College Avenue, Ithaca, New York 14850. Second-class postage paid at Ithaca, New York. Cornell University College of Arts and Sciences 1969-70 Cornell Academic Calendar* 1969-70+ Registration, new students Th,Sept. 11 Registration, old students F, Sept. 12 Fall term instruction begins, 7:30 a . m . M, Sept. 15 Midterm grade reports due S, Oct. 25 Thanksgiving recess: Instruction suspended, 1:10 p . m . W, Nov. 26 Instruction resumed, 7:30 a . m . M, Dec. 1 Fall term instruction ends, 1:10 p.m. S, Dec. 20 Christmas recess Independent study period begins Nl, Jan. 5 Final examinations begin M, Jan. 12 Final examinations end T, Jan. 20 Intersession begins W, Jan. 21 Registration, new students Th,Jan. 29 Registration, old students F, Jan. 30 Spring term instruction begins, 7:30 a . m . M, Feb. 2 Deadline: changed or make-up grades M , Feb. 9 Midterm grade reports due S, M ar. 14 Spring recess: Instruction suspended, 1:10 p . m . S, Mar. 28 Instruction resumed, 7:30 a . m . \1, Apr. 6 Spring term instruction ends, 1:10 p . m . S, May 16 Independent study period begins M, May 18 Final examinations begin M, May 25 Final examinations end T, June 2 Commencement Day M ,Jun e 8 Deadline changed or make-up grades M ,J une 15 * Students in the College of Arts and Sciences should see page 25 for “Important Dates 1969-70.” t The dates shown in the Academic Calendar are subject to change at any time by official action of Cornell University. The courses and curricula described in this Announcement, and the teaching personnel listed therein, are subject to change at any time by official action of Cornell University. Contents 2 ACADEMIC CALENDAR 5 COLLEGE OF ARTS AND SCIENCES 6 The Curriculum 6 Admission 8 Advanced Placement 15 Advising 16 Registration in Courses 17 Requirements for Graduation 22 Grades and Academic Standing 23 Leaves of Absence and Withdrawals 24 In Absentia Study 24 Credit for Summer Session 25 Important Dates, 1969-70 25 Special Programs 29 The Libraries 30 Scholarships and Prizes 33 COURSES OF INSTRUCTION 33 The Freshman Humanities Program 38 American Studies 38 Anthropology 47 Archaeology 49 Asian Studies 60 Astronomy 61 Biological Sciences: Animal Physiology and Anatomy; Neurobiology and Behavior; Biochemistry; Botany; Ecology, Evolution, and System- atics; Genetics and Development; Microbiology 85 Chemistry 94 The Classics 99 Comparative Literature 105 Computer Science 111 Economics 122 English 137 Geological Sciences 145 German Literature 145 Government 155 History 167 History of Art 174 Mathematics 190 Medieval Studies 190 Modern Foreign Languages and Literatures: Burmese, Cebuano, Chinese, Dutch, English as a Second Language, French, German, Hindi, Indonesian, Italian, Japanese, Javanese, Linguistics, Portuguese, Que- chua, Russian, Sinhalese, Spanish, Swedish, Tagalog, Telugu, Thai, Urdu, Vietnamese 225 Music 231 Philosophy 236 Physics 245 Psychology 258 Romance Studies 258 Russian Literature 258 Semitic Languages and Literatures 262 Sociology 276 Theatre Arts 283 Center for International Studies 285 The Program in Greek Civilization 287 Latin American Studies 287 The Six-Year Ph.D. Program 292 Society for the Humanities 294 College Scholar Program 295 ADMINISTRATION AND FACULTY Cornell University COLLEGE OF ARTS AND SCIENCES The College of Arts and Sciences reflects the history and aims of the University itself. Purposeful and diverse, it is a liberal arts college, a university college, and a graduate school and research center. The role of the liberal arts college is traditionally and properly a double one. It should further a man’s understanding of himself and the world he lives in. It should prepare him, if he has the desire and the talent, for further, more specialized study. All of the College’s students have both oppor­ tunity and obligation to work toward that understanding; about two- thirds of its graduates continue their education. The College of Arts and Sciences, in its second role as a university college, is responsible for the education of all Cornell students in liberal subjects. This is a taxing commitment, but a valuable one because meeting it helps to create and preserve a single academic community. At the same time, this obligation is also a source of strength and diver­ sity that is not available to the single and solely undergraduate college. A university college, able to draw upon the more highly specialized knowledge and facilities of its more professional fellow colleges, is able to unite liberal and practical studies. The College is also, and this is its third role, a graduate school and research institute. Teaching and scholarship are not separable activities. Their vigorous and inventive association provides inestimable ad­ vantages for undergraduates; it attracts fine minds to the faculty and keeps them professionally alert and humanly responsive; it demands first-rate facilities; and it creates an atmosphere of discovery and excite­ ment. This mixed character and these several functions are surely the most adequate way to meet the real obligations that higher education in America has assumed. In an American university each student must somehow receive an education which enables him to understand the world and effectively employ his talents in it; each must discover who he is and what his special interests and abilities are; each must be enabled to develop his knowledge, his interests, and his abilities; each must be helped to a sense of responsibility about himself and his work. 5 6 ADMISSION The College of Arts and Sciences thinks it can best meet these obliga­ tions by promoting diversity and permitting flexibility. For students this means freedom and continuity: freedom to experiment, to discover one’s likes and talents, to change directions and correct mistakes; con­ tinuity so that experiment can take place without penalty, and with profit and excitement. Combination permits continuity; diversity permits freedom of education choice. THE CURRICULUM The College's curriculum gives the student opportunity for breadth, experiment, and discovery, especially during the first two years. A certain diversity is indeed urged upon him by the Distribution require­ ment itself. When the student explores a new subject matter he is, in effect, exploring his own latent interests and abilities. As he completes introductory courses the student lays the foundation for more advanced work or even for majoring in particular fields. During his fourth term (or earlier), as his interest comes to a focus, he chooses the subject in which he wishes to concentrate his study, aiming at depth and compe­ tence. The usual pattern is for him to devote roughly half the work of the last two years to his major program. Though certain core courses are usually prescribed in any major, there still remains a broad spec­ trum of choice which includes related courses in other subjects or even in other divisions of the University. Some departments offer two major programs: one, a program of intense and sophisticated preparation for postgraduate study; the other, a more general program for the person who wants a liberal education with some specific concentration, but whose interests are not professional. Almost all departments have a full, demanding, and rewarding Honors program for those who demonstrate particular ability during their first two years. Many departments have as part of their Honors programs (or in addition to them) specially directed courses and projects which permit students to pursue their own interests and talents. The College periodically offers experimental courses that cut across subject lines, explore new notions, and test ideas arising from that com­ plicated triangulation that must go on between teacher, student, and subject. ADMISSION The College of Arts and Sciences attempts to select a freshman class whose members are individually able to take full advantage of the edu­ cational opportunities afforded by the College and the University. Because those opportunities are rich and diverse, no single criterion is employed. The College selects primarily for what Aristotle called the intellectual virtues, and it especially considers academic ability, intel­ ligence and creativity, independence and maturity, and promise of ADMISSION 7 mental growth. It also seeks a class with a wide range of other qualities and characteristics, and it honors those young men and women with highly developed special interests and talents. Furthermore, the College is making a real effort to identify and admit students whose schooling and family backgrounds indicate that the standard measures are a poor index of their abilities. An applicant must have completed a secondary school course giving satisfactory preparation for the work of the College. Sixteen units of entrance credit are required: four years of English; three years of college- preparatory mathematics (The increasing need for mathematics in the social, biological, and physical sciences makes it desirable for students interested in these areas to be prepared to take a calculus course upon entering the College; these students should have studied advanced algebra and trigonometry during their secondary school years.); and three years of one foreign language, ancient or modern. (Foreign lan­ guage preparation is particularly important in this College. Although a student who can offer only two years or less of a foreign language, but who has a school record of otherwise high quality, should not hesitate to apply, he should attach a letter to his application form explaining his deficiency.) The remaining units should be chosen from laboratory science, social studies, and further work in mathematics and foreign language.
Recommended publications
  • George Mcturnan Kahin, 1918-2000
    George McTurnan Kahin, 1918-2000 The following tributes were composed by members of the Southeast Asia Program, Cornell University, in honor of George Kahin. The eulogies by Stanley J. O'Connor and Thak Chaloemtiarana were delivered at the memorial service for George Kahin, February 4, 2000, Ithaca, NY. Benedict Anderson's tribute was delivered at the Celebration of the Life of George McTurnan Kahin, May 6, 2000, Ithaca, NY. George Kahin was a national figure, and his life and career are being recounted in major newspapers. Of this there will be much telling abroad as well. But our loss is local and felt deeply. He was the bedrock on which many of us based our professional lives. We have all been touched by his warmth, his kindness, and made better by his example of courage, integrity, and his patient devotion to our corporate life. His passing brings a chill blast of mortality, a keen apprehension of the fragility of life and the tenuousness of the threads that bind us to each other. I would remind you that a tree was planted in George's honor at the center of the university—out on the contained immensity of the Arts Quadrangle. Today, its wet black branches are bare, but burgeoning life will return with the spring. And, across the Quadrangle, the library, with shelves stretching in the deep structure of its orders, fills silently with Southeast Asian witness, a consequence, in part, of George's advocacy and stewardship with Program funds. Many more books will flow out of the quiet labor now underway at the Kahin Center for Advanced Research on Southeast Asia.
    [Show full text]
  • Abstract We Survey the Published Work of Harry Kesten in Probability Theory, with Emphasis on His Contributions to Random Walks
    Abstract We survey the published work of Harry Kesten in probability theory, with emphasis on his contributions to random walks, branching processes, perco- lation, and related topics. Keywords Probability, random walk, branching process, random matrix, diffusion limited aggregation, percolation. Mathematics Subject Classification (2010) 60-03, 60G50, 60J80, 60B20, 60K35, 82B20. Noname manuscript No. 2(will be inserted by the editor) Geoffrey R. Grimmett Harry Kesten's work in probability theory Geoffrey R. Grimmett In memory of Harry Kesten, inspiring colleague, valued friend April 8, 2020 1 Overview Harry Kesten was a prominent mathematician and personality in a golden period of probability theory from 1956 to 2018. At the time of Harry's move from the Netherlands to the USA in 1956, as a graduate student aged 24, much of the foundational infrastructure of probability was in place. The central characters of probability had long been identified (including random walk, Brownian motion, the branching process, and the Poisson process), and connections had been made and developed between `pure theory' and cognate areas ranging from physics to finance. In the half-century or so since 1956, a coordinated and refined theory has been developed, and probability has been recognised as a crossroads discipline in mathematical science. Few mathematicians have contributed as much during this period as Harry Kesten. Following a turbulent childhood (see [59]), Harry studied mathematics with David van Dantzig and Jan Hemelrijk in Amsterdam, where in 1955 he attended a lecture by Mark Kac entitled \Some probabilistic aspects of potential theory". This encounter appears to have had a decisive effect, in that Harry moved in 1956 to Cornell University to work with Kac.
    [Show full text]
  • I. Overview of Activities, April, 2005-March, 2006 …
    MATHEMATICAL SCIENCES RESEARCH INSTITUTE ANNUAL REPORT FOR 2005-2006 I. Overview of Activities, April, 2005-March, 2006 …......……………………. 2 Innovations ………………………………………………………..... 2 Scientific Highlights …..…………………………………………… 4 MSRI Experiences ….……………………………………………… 6 II. Programs …………………………………………………………………….. 13 III. Workshops ……………………………………………………………………. 17 IV. Postdoctoral Fellows …………………………………………………………. 19 Papers by Postdoctoral Fellows …………………………………… 21 V. Mathematics Education and Awareness …...………………………………. 23 VI. Industrial Participation ...…………………………………………………… 26 VII. Future Programs …………………………………………………………….. 28 VIII. Collaborations ………………………………………………………………… 30 IX. Papers Reported by Members ………………………………………………. 35 X. Appendix - Final Reports ……………………………………………………. 45 Programs Workshops Summer Graduate Workshops MSRI Network Conferences MATHEMATICAL SCIENCES RESEARCH INSTITUTE ANNUAL REPORT FOR 2005-2006 I. Overview of Activities, April, 2005-March, 2006 This annual report covers MSRI projects and activities that have been concluded since the submission of the last report in May, 2005. This includes the Spring, 2005 semester programs, the 2005 summer graduate workshops, the Fall, 2005 programs and the January and February workshops of Spring, 2006. This report does not contain fiscal or demographic data. Those data will be submitted in the Fall, 2006 final report covering the completed fiscal 2006 year, based on audited financial reports. This report begins with a discussion of MSRI innovations undertaken this year, followed by highlights
    [Show full text]
  • Philosophy in Biology and Medicine: Biological Individuality and Fetal Parthood, Part I
    Oslo, Norway July 7–12, 2019 ISHP SS B BOOK OF ABSTRACTS 2 Index 11 Keynote lectures 17 Diverse format sessions 47 Traditional sessions 367 Individual papers 637 Mixed media and poster presentations A Aaby, Bendik Hellem, 369 Barbosa, Thiago Pinto, 82 Abbott, Jessica, 298 Barker, Matthew, 149 Abir-Am, Pnina Geraldine, 370 Barragán, Carlos Andrés, 391 D’Abramo, Flavio, 371 Battran, Martin, 158 Abrams, Marshall, 372 Bausman, William, 129, 135 Acerbi, Alberto, 156 Baxter, Janella, 56, 57 Ackert, Lloyd, 185 Bayir, Saliha, 536 Agiriano, Arantza Etxeberria, 374 Beasley, Charles, 392 Ahn, Soohyun, 148 Bechtel, William, 259 El Aichouchi, Adil, 375 Bedau, Mark, 393 Airoldi, Giorgio, 376 Ben-Shachar, Erela Teharlev, 395 Allchin, Douglas, 377 Beneduce, Chiara, 396 Allen, Gar, 328 Berry, Dominic, 56, 58 Almeida, Maria Strecht, 377 Bertoldi, Nicola, 397 Amann, Bernd, 40 Betzler, Riana, 398 Andersen, Holly, 19, 20 Bich, Leonardo, 41 Anderson, Gemma, 28 LeBihan, Soazig, 358 Angleraux, Caroline, 378 Birch, Jonathan, 22 Ankeny, Rachel A., 225 Bix, Amy Sue, 399 Anker, Peder, 230 Blais, Cédric, 401 Ardura, Adrian Cerda, 380 Blancke, Stefaan, 609 Armstrong-Ingram, Tiernan, 381 Blell, Mwenza, 488 Arnet, Evan, 383 Blute, Marion, 59, 62 Artiga, Marc, 383 Bognon-Küss, Cécilia, 23 Atanasova, Nina, 20, 21 Bokulich, Alisa, 616 Au, Yin Chung, 384 Bollhagen, Andrew, 402 DesAutels, Lane, 386 Bondarenko, Olesya, 403 Aylward, Alex, 109 Bonilla, Jorge Armando Romo, 404 B Baccelliere, Gabriel Vallejos, 387 Bonnin, Thomas, 405 Baedke, Jan, 49, 50 Boon, Mieke, 235 Baetu,
    [Show full text]
  • Presidential Files; Folder: 11/22/77; Container 52
    11/22/77 Folder Citation: Collection: Office of Staff Secretary; Series: Presidential Files; Folder: 11/22/77; Container 52 To See Complete Finding Aid: http://www.jimmycarterlibrary.gov/library/findingaids/Staff_Secretary.pdf TIIE PRESIDENT'S SCHEDULE Tuesday - November 22,1977 8:15 Dr. Zbigniew Brz.ezinski The Oval Office . 8:45 .Hr . Frank Moore The Oval Office. 10:00 Medal of Science Awards. (Dr. Frank Press). ·Room 450, EOB. I \ 10:30 Mr. Jody Powell The Oval Office. 11:00 Presentation of Diplomatic Credentials. (Dr. Zbigniew Brzezinski} - The Oval Office. 11:45 Vice President Walter F. Mondale, Admiral Stansfield Turner, and Dr. Zbigniew Brzezinski. The Oval Office. 12:30 Lunch \..,-::_ th Hrs. Rosalynn Carter ·- The Ovctl Office. 2:00 Budget Review Meeting. (Mr. James Mcintyre). ( 2 hrs.) The Cabinet Room. THE WHITE HOUSE WASHINGTON \"~ Date: November 22, 1977 l\ vo\ \'~ MEMORANDUM t)lDifll FOR ACTION: '" FOR INFORMATION: Stu Eizenstat ~t""'"' Frank Moore (Les Francis)~ The Vice President Jack Watson Bob Lipshutz Jim Mcintyre FROM: Rick Hutcheson, Staff Secretary SUBJECT: Adams memo dated 11/22/77 re Response to the Boston Plan and Location of Rail Maintenance Facilit.y in the Northeast Corridor YOUR RESPONSE MUST BE DELIVERED TO THE STAFF SECRETARY BY: TIME: 11:00 AM DAY: Monday DATE: November 28, 1977 ACTION REQUESTED: _x_ Your comments Other: STAFF RESPONSE: __ I concur. __ No comment: Please note other comments below: PLEASE ATTACH THIS COPY TO MATERIAL SUBMITTED. If you have any questions or if you anticipate a delay in submitting the required material, please telephone the Staff Secretary immediately.
    [Show full text]
  • Bioenergetics Unbelievable
    HISTORICAL PERSPECTIVES Bioenergetics Unbelievable ... ... but true! MARS - The easiest Data Analysis for Microplate Readers. Key features that the MARS software can do: Standard curve calculation wizard Linear, 4-parameter, cubic-spline, segmental curve fits Enzyme kinetics - Michaelis-Menten, Lineweaver-Burk, Scatchard Automatic DNA / RNA concentration determination 3D well scanning for cell-based assays Delta F% calculation for HTRF® Z’ calculation User-defined formula generator FDA 21 CFR Part 11 compliant Overlay plot of esterase catalysed pNPA Multi-user software license included reactions at different concentrations. Find our microplate readers on www.bmglabtech.com FLUOstar PHERAstar FS NOVOstar NEPHELOstar Stacker HTRF is a registered trademark of Cisbio International. The Journal of Biological Chemistry TABLE OF CONTENTS 2010 HISTORICAL PERSPECTIVES ON BIOENERGETICS PROLOGUE REFLECTIONS H1 JBC Historical Perspectives: Bioenergetics. Nicole Kresge, Robert H13 A Research Journey with ATP Synthase. Paul D. Boyer D. Simoni, and Robert L. Hill H30 Happily at Work. Henry Lardy CLASSICS H41 Keilin, Cytochrome, and the Respiratory Chain. E. C. Slater H2 Polyribonucleotide Synthesis and Bacterial Amino Acid Uptake: the Work of Leon A. Heppel H48 Reminiscences of Leon A. Heppel. Leon A. Heppel H5 Unraveling the Enzymology of Oxidative Phosphorylation: the Work of Efraim Racker H8 Ion Transport in the Sarcoplasmic Reticulum: the Work of David H. MacLennan H10 ATP Synthesis and the Binding Change Mechanism: the Work of Paul D. Boyer JOURNAL OF BIOLOGICAL CHEMISTRY i PROLOGUE This paper is available online at www.jbc.org © 2010 by The American Society for Biochemistry and Molecular Biology, Inc. Printed in the U.S.A. JBC Historical Perspectives: Bioenergetics* Nicole Kresge, Robert D.
    [Show full text]
  • Divergence of Shape Fluctuation for General Distributions in First-Passage Percolation
    DIVERGENCE OF SHAPE FLUCTUATION FOR GENERAL DISTRIBUTIONS IN FIRST-PASSAGE PERCOLATION SHUTA NAKAJIMA d Abstract. We study the shape fluctuation in the first-passage percolation on Z . It is known that it diverges when the distribution obeys Bernoulli in [Yu Zhang. The divergence of fluctuations for shape in first passage percolation. Probab. Theory. Related. Fields. 136(2) 298–320, 2006]. In this paper, we extend the result to general distributions. 1. Introduction First-passage percolation is a random growth model, which was first introduced by Hammersley and Welsh in 1965. The model is defined as follows. The vertices are the d d elements of Z . Let us denote the set edges by E : d d E = ffv; wgj v; w 2 Z ; jv − wj1 = 1g; Pd where we set jv − wj1 = i=1 jvi − wij for v = (v1; ··· ; vd), w = (w1; ··· ; wd). Note that we consider non-oriented edges in this paper, i.e., fv; wg = fw; vg and we sometimes d regard fv; wg as a subset of Z with a slight abuse of notation. We assign a non-negative d random variable τe on each edge e 2 E , called the passage time of the edge e. The collec- tion τ = fτege2Ed is assumed to be independent and identically distributed with common distribution F . d A path γ is a finite sequence of vertices (x1; ··· ; xl) ⊂ Z such that for any i 2 d f1; ··· ; l − 1g, fxi; xi+1g 2 E . It is customary to regard a path as a subset of edges as follows: given an edge e 2 Ed, we write e 2 γ if there exists i 2 f1 ··· ; l − 1g such that e = fxi; xi+1g.
    [Show full text]
  • State and Revolution in the Making of the Indonesian Republic
    Jurnal Sejarah. Vol. 2(1), 2018: 64 – 76 © Pengurus Pusat Masyarakat Sejarawan Indonesia https://doi.org/10.26639/js.v%vi%i.117 State and Revolution in the Making of the Indonesian Republic Norman Joshua Northwestern University Abstract While much ink has been spilled in the effort of explaining the Indonesian National Revolution, major questions remain unanswered. What was the true character of the Indonesian revolution, and when did it end? This article builds a case for viewing Indonesia’s revolution from a new perspective. Based on a revisionist reading of classic texts on the Revolution, I argue that the idea of a singular, elite-driven and Java-centric "revolution" dismisses the central meaning of the revolution itself, as it was simultaneously national and regional in scope, political and social in character, and it spanned more than the five years as it was previously examined. Keywords: Revolution, regionalism, elite-driven, Java-centric Introduction In his speech to Indonesian Marhaenist youth leaders in front of the Istana Negara on December 20, 1966, President Soekarno claimed that “[The Indonesian] revolution is not over!”1 Soekarno’s proposition calls attention to at least two different perspectives on revolution. On the one hand, the Indonesian discourse of a continuous revolution resonates with other permanent leftist revolutions elsewhere, such as the Cultural Revolution in Maoist China, Cuban Revolution in Castroist Cuba, or the Bolivarian 1 Soekarno, Revolusi belum selesai: kumpulan pidato Presiden Soekarno, 30 September 1965, pelengkap Nawaksara, ed. Budi Setiyono and Bonnie Triyana, Cetakan I (Jakarta: Serambi Ilmu Semesta, 2014), 759. Jurnal Sejarah – Vol.
    [Show full text]
  • 15/5/40 Liberal Arts and Sciences Chemistry Irwin C. Gunsalus Papers, 1877-1993 BIOGRAPHICAL NOTE Irwin C
    15/5/40 Liberal Arts and Sciences Chemistry Irwin C. Gunsalus Papers, 1877-1993 BIOGRAPHICAL NOTE Irwin C. Gunsalus 1912 Born in South Dakota, son of Irwin Clyde and Anna Shea Gunsalus 1935 B.S. in Bacteriology, Cornell University 1937 M.S. in Bacteriology, Cornell University 1940 Ph.D. in Bacteriology, Cornell University 1940-44 Assistant Professor of Bacteriology, Cornell University 1944-46 Associate Professor of Bacteriology, Cornell University 1946-47 Professor of Bacteriology, Cornell University 1947-50 Professor of Bacteriology, Indiana University 1949 John Simon Guggenheim Fellow 1950-55 Professor of Microbiology, University of Illinois 1955-82 Professor of Biochemistry, University of Illinois 1955-66 Head of Division of Biochemistry, University of Illinois 1959 John Simon Guggenheim Fellow 1959-60 Research sabbatical, Institut Edmund de Rothchild, Paris 1962 Patent granted for lipoic acid 1965- Member of National Academy of Sciences 1968 John Simon Guggenheim Fellow 1972-76 Member Levis Faculty Center Board of Directors 1977-78 Research sabbatical, Institut Edmund de Rothchild, Paris 1973-75 President of Levis Faculty Center Board of Directors 1978-81 Chairman of National Academy of Sciences, Section of Biochemistry 1982- Professor of Biochemistry, Emeritus, University of Illinois 1984 Honorary Doctorate, Indiana University 15/5/40 2 Box Contents List Box Contents Box Number Biographical and Personal Biographical Materials, 1967-1995 1 Personal Finances, 1961-65 1-2 Publications, Studies and Reports Journals and Reports, 1955-68
    [Show full text]
  • Newstatesofasia007337mbp.Pdf
    1 778 THE NEW STATES OF ASIA A Political Analysis by MICHAEL BRECHER LONDON OXFORD UNIVERSITY PRESS NEW YORK TORONTO 1963 Oxford University Press, Amen House, London B.C.4 GLASGOW NEW YORK TORONTO MELBOURNE WELLINGTON BOMBAY CALCUTTA MADRAS KARACHI LAHORE DACCA CAPS TOWN SALISBURY NAIROBI IBADAN ACCRA KUALA LUMPUR HONO KONG Oxford Press (g) University 1963 Printed in Great Britain by Richard Clay and Company, Ltd. Bungay, Suffol\ To LEORA, DIANA, and SEEGLA whose generation must not be indifferent to the fate of Asia and her peoples INTRODUCTION ASIA has various meanings. To some it is a geographical expression, the and largest most populous of the continents. And so it is, with 17 million miles square and if billion people, covering one-third of the earth's surface and nearly two-thirds of mankind. Other think of people Asia as the home of the great religions. This image, too, is well-grounded in fact, as revealed by a glance around the 'Rimland'. From South-West Asia, better known as the Near or East Middle East, came Judaism, Christianity, and Islam. India gave the world Hinduism and Buddhism, while China contributed a Confucianism, really philosophy with the power of religion, and Japan added Shinto. No wonder that Westerners talk about the mystical and spiritual East. If one adds to the list such faiths as Zoroastrianism, the religion of the Persians before the coming of Islam, Sikhism and Jainism in India, Taoism in China, and Lamaism, a form of Buddhism in High Asia, along with a host of less sophisticated beliefs, the spiritual image becomes almost a self- evident truth.
    [Show full text]
  • Ericsson's Conjecture on the Rate of Escape Of
    TRANSACTIONS of the AMERICAN MATHEMATICAL SOCIETY Volume 240, lune 1978 ERICSSON'SCONJECTURE ON THE RATEOF ESCAPEOF ¿-DIMENSIONALRANDOM WALK BY HARRYKESTEN Abstract. We prove a strengthened form of a conjecture of Erickson to the effect that any genuinely ¿-dimensional random walk S„, d > 3, goes to infinity at least as fast as a simple random walk or Brownian motion in dimension d. More precisely, if 5* is a simple random walk and B, a Brownian motion in dimension d, and \j/i [l,oo)-»(0,oo) a function for which /"'/^(OiO, then \¡/(n)~'\S*\-» oo w.p.l, or equivalent^, ifr(t)~'\Bt\ -»oo w.p.l, iff ffif/(tY~2t~d/2 < oo; if this is the case, then also $(ri)~'\S„\ -» oo w.p.l for any random walk Sn of dimension d. 1. Introduction. Let XX,X2,... be independent identically distributed ran- dom ¿-dimensional vectors and S,, = 2"= XX¡.Assume throughout that d > 3 and that the distribution function F of Xx satisfies supp(P) is not contained in any hyperplane. (1.1) The celebrated Chung-Fuchs recurrence criterion [1, Theorem 6] implies that1 |5n|->oo w.p.l irrespective of F. In [4] Erickson made the much stronger conjecture that there should even exist a uniform escape rate for S„, viz. that «""iSj -* oo w.p.l for all a < \ and all F satisfying (1.1). Erickson proved his conjecture in special cases and proved in all cases that «-a|5„| -» oo w.p.l for a < 1/2 — l/d. Our principal result is the following theorem which contains Erickson's conjecture and which makes precise the intuitive idea that a simple random walk S* (which corresponds to the distribution F* which puts mass (2d)~x at each of the points (0, 0,..., ± 1, 0,..., 0)) goes to infinity slower than any other random walk.
    [Show full text]
  • Exploring the History of Indonesian Nationalism
    University of Vermont ScholarWorks @ UVM Graduate College Dissertations and Theses Dissertations and Theses 2021 Developing Identity: Exploring The History Of Indonesian Nationalism Thomas Joseph Butcher University of Vermont Follow this and additional works at: https://scholarworks.uvm.edu/graddis Part of the Asian History Commons, and the South and Southeast Asian Languages and Societies Commons Recommended Citation Butcher, Thomas Joseph, "Developing Identity: Exploring The History Of Indonesian Nationalism" (2021). Graduate College Dissertations and Theses. 1393. https://scholarworks.uvm.edu/graddis/1393 This Thesis is brought to you for free and open access by the Dissertations and Theses at ScholarWorks @ UVM. It has been accepted for inclusion in Graduate College Dissertations and Theses by an authorized administrator of ScholarWorks @ UVM. For more information, please contact [email protected]. DEVELOPING IDENTITY: EXPLORING THE HISTORY OF INDONESIAN NATIONALISM A Thesis Presented by Thomas Joseph Butcher to The Faculty of the Graduate College of The University of Vermont In Partial Fulfillment of the Requirements for the Degree of Master of Arts Specializing in History May, 2021 Defense Date: March 26, 2021 Thesis Examination Committee: Erik Esselstrom, Ph.D., Advisor Thomas Borchert, Ph.D., Chairperson Dona Brown, Ph.D. Cynthia J. Forehand, Ph.D., Dean of the Graduate College Abstract This thesis examines the history of Indonesian nationalism over the course of the twentieth century. In this thesis, I argue that the country’s two main political leaders of the twentieth century, Presidents Sukarno (1945-1967) and Suharto (1967-1998) manipulated nationalist ideology to enhance and extend their executive powers. The thesis begins by looking at the ways that the nationalist movement originated during the final years of the Dutch East Indies colonial period.
    [Show full text]