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Notices of the American Mathematical Society
June 18 and 19)- Page 341 Vl 0 ~ Mathematical Society Calendar of AMS Meetings THIS CALENDAR lists all meetings which have been approved by the Council prior to the date this issue of the Notices was sent to press. The summer and annual meetings are joint meetings of the Mathematical Association of America and the Ameri· can Mathematical Society. The meeting dates which fall rather far in the future are subject to change; this is particularly true of meetings to which no numbers have yet been assigned. Programs of the meetings will appear in the issues indicated below. First and second announcements of the meetings will have appeared in earlier issues. ABSTRACTS OF PAPERS presented at a meeting of the Society are published in the journal Abstracts of papers presented to the American Mathematical Society in the issue corresponding to that of the Notices which contains the program of the meet ing. Abstracts should be submitted on special forms which are available in many departments of mathematics and from the office of the Society in Providence. Abstracts of papers to be presented at the meeting must be received at the headquarters of the Society in Providence, Rhode Island, on or before the deadline given below for the meeting. Note that the deadline for ab· stracts submitted for consideration for presentation at special sessions is usually three weeks earlier than that specified below. For additional information consult the meeting announcement and the list of organizers of special sessions. MEETING ABSTRACT NUMBER DATE PLACE DEADLINE -
Barnard College Bulletin 2017-18 3
English .................................................................................... 201 TABLE OF CONTENTS Environmental Biology ........................................................... 221 Barnard College ........................................................................................ 2 Environmental Science .......................................................... 226 Message from the President ............................................................ 2 European Studies ................................................................... 234 The College ........................................................................................ 2 Film Studies ........................................................................... 238 Admissions ........................................................................................ 4 First-Year Writing ................................................................... 242 Financial Information ........................................................................ 6 First-Year Seminar ................................................................. 244 Financial Aid ...................................................................................... 6 French ..................................................................................... 253 Academic Policies & Procedures ..................................................... 6 German ................................................................................... 259 Enrollment Confirmation ........................................................... -
Msc Projects (MATH61000)
MSc Projects (MATH61000) Marcus Tressl http://personalpages.manchester.ac.uk/staff/Marcus.Tressl/ Course homepage (including these slides): ...teaching/MScProjects/index.php MSc Pure Mathematics and Mathematical Logic The University of Manchester, Department of Mathematics 1. Content of this module - overview 1 This module is running throughout the taught component, i.e., from the end of September to the end of May. 2 It is compulsory and worth 30 credits. (All other taught modules in the MSc are worth 15 credits, the dissertation is worth 60 credits.) 3 The unit \credit" indicates the total number of hours students are expected to work, including lectures and revision: 1 credit = 10 hours. 4 All material that I provide for this module (including these slides) are posted on the module's homepage. There is nothing on \Blackboard"/My Manchester. y 1. Content of this module - brief outline Part A: Mathematical writing, presentation and mini-project This part is worth 10 credits and runs until Friday of week 8 (19 November 2021). You are expected to work 12 hours per week in Part A. Contents of this part: Six lectures on research skills (writing and presenting mathematics, LaTeX, resources) in weeks 0,1 and 2. Students write a mini-project over a period of 6 weeks. Submission deadline: Friday, November 12, 3pm. Presentation of the mini-project by the students in week 8. A more detailed timetable may be found at the module's homepage. y 1. Content of this module - brief outline Part B: The main project This part is worth 20 credits and runs from November 22, 2021 to May 23, 2022. -
Journals Published by the American Mathematical Society
JOURNALS PUBLISHED BY THE AMERICAN MATHEMATICAL SOCIETY Bulletin of the American Mathematical Society is the official organ of the Society. It reports official acts of the Society and the details of its meetings. It contains some of the officially invited addresses presented before the Society, reviews of advanced mathematical books, and has a department of research announcements. Invited addresses offered for publication should be sent to HANS F. WEINBERGER, Dept. of Mathematics, University of Minnesota, Minneapolis, MN 55455. Book reviews should be sent to PAUL R. HALMOS, Dept. of Mathematics, Indiana University, Bloomington, IN 47401. Research announcements are limited to 100 typed lines of 65 characters each. They are intended to communicate outstanding results that are to be reported in full elsewhere. Research announcements should be sent directly to a member of the Council of the American Mathematical Society who is also a member of an editorial committee of the Society. The names of these Council members are on the inside back cover. All other correspondence about research announcements should be sent to JOHN L. KELLEY, Dept. of Mathematics, University of California, Berkeley, CA 94720. The first page of each article, including research announcements, that is submitted for publication should bear a descriptive title which should be short, but informative. Useless or vague phrases such as "some remarks about" or "concerning" should be avoided. Before the first footnote, there should be the AMS (MOS) subject classification numbers representing the primary and secondary subjects of the article. If a list of key words and phrases describing the subject matter of the article is included, it will also be printed as a footnote on the first page. -
Topology Proceedings C and C ∗ AMONG INTERMEDIATE RINGS 1
Submitted to Topology Proceedings C AND C∗ AMONG INTERMEDIATE RINGS JOSHUA SACK AND SALEEM WATSON Abstract. Given a completely regular Hausdorff space X, an in- termediate ring A(X) is a ring of real valued continuous functions between C∗(X) and C(X). We discuss two correspondences be- tween ideals in A(X) and z-filters on X, both reviewing old results and introducing new results. One correspondence, ZA, extends the well-known correspondence between ideals in C∗(X) and z- filters on X. The other, ZA, extends the natural correspondence between ideals in C(X) and z-filters on X. This paper highlights how these correspondences help clarify what properties of C∗(X) and C(X) are shared by all intermediate rings and what properties of C∗(X) and C(X) characterize those rings among intermediate rings. Using these correspondences, we introduce new classes of ideals and filters for each intermediate ring that extend the notion of z-ideals and z-filters for C(X), and with ZA, a new class of filters for each intermediate ring A(X) that extends the notion of e-filter for C∗(X). 1. Introduction Let X be a completely regular topological space, C(X) the ring of all continuous real-valued functions on X, and C∗(X) the ring of bounded continuous real-valued functions on X. A ring A(X) of continuous func- tions on X is called an intermediate ring if C∗(X) ⊆ A(X) ⊆ C(X) : 2010 Mathematics Subject Classification. Primary 54C40; Secondary 46E325. Key words and phrases. Rings of continuous functions, ideals, z-filters, kernel, hull. -
Dockets for March 5, 1973
Cllancellor's Docket No. 62 TILE UNIVLRSlTY 017 TIXAS SYSTEM Office of the Chancellor February 14, 1973 TO TIE HONORABLE BOARD OF REGENTS OF THE UNIVERSITY OF TEXAS SYSTEM Mrs. Johnson and Gentlemen: The dockets prepared by the component institutions listed below are herewith submitted with my recommendation for ratification or approval, as appropriate, at the meeting of the Board of Regents on March 5, 1973. The budget changes included in these dockets have been approved by me and are herewith submitted as a report to the Board of Regents. The University of Texas at Arlington (Page Code AR) The Uni-versity of Texas at Austin (Page Code A) The University of Texas at Dallas (Page Code D) The University of Texas at El Paso {Page Code EP) The University of Texas of the Permldn Basin (Page Code PB) The University of Texas at San Antonio (Page Code SA) The University of Texas Health Science Center at Dallas (Page Code HD) The University of Texas Nedical Branch at Galveston (Page Code G) The University of Texas Healtt Science Center at Houston (Page Code HH) The University of Texas Health Science Center at San Antonio (Page Code HS) The University of Texas System Cancer Center (Page Code CCj The University of Texas System School of Nursing (Page Code N) On the following pages, C-2 through C-7, are U. T. System and Institutional items ,which I also recommend for the Board's ratification or approval, as appropriate, including my report of budget changes. Sincerely, Charles A. LeMaistre, Ma D. Chancellor 1. -
Rings of Continuous Functions in Which Every Finitely Generated Ideal Is Principal Leonard Gillman University of Texas at Austin
Claremont Colleges Scholarship @ Claremont All HMC Faculty Publications and Research HMC Faculty Scholarship 1-1-1956 Rings of Continuous Functions in Which Every Finitely Generated Ideal is Principal Leonard Gillman University of Texas at Austin Melvin Henriksen Harvey Mudd College Recommended Citation Gillman, L., and M. Henriksen. "Rings of continuous functions in which every finitely generated ideal is principal." Transactions of the American Mathematical Society 82:2 (1956): 366–391. DOI: 10.1090/S0002-9947-1956-0078980-4 This Article is brought to you for free and open access by the HMC Faculty Scholarship at Scholarship @ Claremont. It has been accepted for inclusion in All HMC Faculty Publications and Research by an authorized administrator of Scholarship @ Claremont. For more information, please contact [email protected]. RINGS OF CONTINUOUS FUNCTIONS IN WHICH EVERY FINITELY GENERATED IDEAL IS PRINCIPAL(l) BY LEONARD GILLMAN AND MELVIN HENRIKSEN An abstract ring in which all finitely generated ideals are principal will be called an F-ring. Let C(X) denote the ring of all continuous real-valued func tions defined on a completely regular (Hausdorff) space X. This paper is devoted to an investigation of those spaces X for which C(X) is an F-ring. In any such study, one of the problems that arises naturally is to deter mine the algebraic properties and implications that result from the fact that the given ring is a ring of functions. Investigation of this problem leads directly to two others: to determine how specified algebraic conditions on the ring are reflected in topological properties of the space, and, conversely, how specified topological conditions on the space are reflected in algebraic prop erties of the ring. -
AMERICAN MATHEMATICAL SOCIETY Notices
AMERICAN MATHEMATICAL SOCIETY Notices Edited by J. H. CURTISS ................................................................................................................................................................. ISSUE NO. 28 DECEMBER, 1957 ...............................................u ................................................................................................................. CONTENTS MEETINGS Calendar of Meetings • . • . • . • . • . • . • . • . • . 2 Program of the Annual Meeting in Cincinnati . • . • . • . 3 PRELIMINARY ANNOUNCEMENT OF MEETING ...• 21 ACTIVITIES OF OTHER ASSOCIATIONS 22 NEWS ITEMS AND ANNOUNCEMENTS. 25 PERSONAL ITEMS •.....•••.....•.......•.•.•.... 42 NEW PUBLICATIONS •••••••••••••••••••••••••••••• 54 MEMORANDA TO MEMBERS The 1958 Council ...•.•.•.....•.....•.......•.55 Corporate and Institutional Members ••....•.•...... 56 Catalogue of Lecture Notes • 60 Reservation Form .........•...•.•.•......•... 71 Published by the Society ANN ARBOR, MICHIGAN and PROVIDENCE, RHODE ISLAND Printed in the United States of America MEETINGS CALENDAR OF MEETINGS NOTE: This Calendar lists all of the meetings which have beer approved by the Council up to the date at which this issue of the NO TICES was sent to press. The meeting dates which fall rather far in thefutureare subject to change. This is particularly true of the meet ings to which no numbers have yet been assigned. Meet Deadline ing Date Place for No. Abstracts 543 February 22, 1958 New York, New York Jan. 9 544 April 18-19, 1958 Chicago, -
Columbia Blue Great Urban University
Added 3/4 pt Stroke From a one-room classroom with one professor and eight students, today’s Columbia has grown to become the quintessential Office of Undergraduate Admissions Dive in. Columbia University Columbia Blue great urban university. 212 Hamilton Hall, MC 2807 1130 Amsterdam Avenue New York, NY 10027 For more information about Columbia University, please call our office or visit our website: 212-854-2522 undergrad.admissions.columbia.edu Columbia Blue D3 E3 A B C D E F G H Riverside Drive Columbia University New York City 116th Street 116th 114th Street 114th in the City of New York Street 115th 1 1 Columbia Alumni Casa Center Hispánica Bank Street Kraft School of Knox Center Education Union Theological New Jersey Seminary Barnard College Manhattan School of Music The Cloisters Columbia University Museum & Gardens Subway 2 Subway 2 Broadway Lincoln Center Grant’s Tomb for the Performing Arts Bookstore Northwest Furnald Lewisohn Mathematics Chandler Empire State Washington Heights Miller Corner Building Hudson River Chelsea Building Alfred Lerner Theatre Pulitzer Earl Havemeyer Clinton Carman Hall Cathedral of Morningside Heights Intercultural Dodge Statue of Liberty West Village Flatiron Theater St. John the Divine Resource Hall Dodge Fitness One World Trade Building Upper West Side Center Pupin District Center Center Greenwich Village Jewish Theological Central Park Harlem Tribeca 110th Street 110th 113th Street113th 112th Street112th 111th Street Seminary NYC Subway — No. 1 Train The Metropolitan Midtown Apollo Theater SoHo Museum of Art Sundial 3 Butler University Teachers 3 Low Library Uris Schapiro Washington Flatiron Library Hall College Financial Chinatown Square Arch District Upper East Side District East Harlem Noho Gramercy Park Chrysler College Staten Island New York Building Walk Stock Exchange Murray Lenox Hill Yorkville Hill East Village The Bronx Buell Avery Fairchild Lower East Side Mudd East River St. -
Columbia's War Work
D ^3^ B't ^"^ Hollinger Corp. pH8.5 9, Zi.«^ Copyright, 1918, by The Alumni Federation of Columbia University of New York Photographs taken by U. S. Signal Corps School op Photography AT Columbia University DEC 11 19(8 (g:i,A50T828 " -)'^ (o-^ '^ " ^ / such a call to arms ^ Columbia replies, 'Here am / ' ».lp^- i t , COLUMBIA'S WAR WORK Seventy-two Columbia Professors in War Work COLUMBIA, the world's largest university, has sent forth seventy-two of its leading teachers to aid the cause of democracy. Every school of the University is repre- sented. This is additional to the fact that practically every remain- ing professor is devoting his time to training the S. A. T. C. at Columbia. The greatest contribution in the number of faculty officers has been made by the medical school. Twenty-four professors of this school—six from the department of clinical medicine and eight from the department of clinical surgery—have tem- porarily left their professorial chair to ally themselves with the United States forces in this country or overseas. The department of Chemistry has given five professors. Professor Marston T. Bogert, of the Department of Chemistry, is now lieutenant colonel in the Gas Service Corps and is with the Southeastern Department of the army near the Lorraine frontier. Electrical Engineering has granted leave of absence for war service to four of the faculty. The School of Mechanical Engineering is continuing its courses with five professors lecturing in the U. S. Navy Gas Engine School and Assistant Professor Lincoln D. Moss, Navigation Officer at Pelham Bay Station. -
Download The
Fall 2020 SERVING JUSTICE ATTORNEY CATHLEEN PRICE ’92 FIGHTS RACISM IN THE DEEP SOUTH THE JAZZ AGE REMEMBERING A HISTORIC ERA AT WKCR Columbia College Today A lifelong journey begins when each Columbian first steps onto College Walk. Through the Core Competencies of My Columbia College Journey, students balance classwork with communication skills and grades with leadership experiences, cultivating the confidence and habits of mind needed to thrive. Civic and Individual Responsibility • Community Engagement and Inclusion Critical Thinking • Creativity and Innovation • Global Awareness Information and Technological Literacy • Knowledge • Oral Communication Quantitative Literacy • Research • Teamwork and Collaboration Wellness and Resilience • Written Communication Share a lesson learned from your own Journey to help pave the way for our newest Columbians. COLLEGE.COLUMBIA.EDU/JOURNEY/YOURS Contents Columbia College CCT Today VOLUME 48 NUMBER 1 FALL 2020 EDITOR-IN-CHIEF Alexis Boncy SOA’11 EXECUTIVE EDITOR Lisa Palladino 12 24 30 DEPUTY EDITOR Jill C. Shomer ASSOCIATE EDITOR Anne-Ryan Sirju JRN’09 FORUM EDITOR features Rose Kernochan BC’82 CONTRIBUTING EDITORS Alex Sachare ’71 12 Thomas Vinciguerra ’85 ART DIRECTOR Your Core Stories Eson Chan Generations of alumni celebrate the works, Published three times a year by Columbia College instructors and experiences that shaped them. for alumni, students, faculty, parents and friends. By the Editors of CCT CHIEF COMMUNICATIONS AND MARKETING OFFICER Bernice Tsai ’96 24 ADDRESS Columbia College Today The Legacy of Injustice Columbia Alumni Center 622 W. 113th St., MC 4530, 4th Fl. For Cathleen Price ’92 and the New York, NY 10025 Equal Justice Initiative, confronting the past PHONE 212-851-7852 is essential to righting its wrongs today. -
Columbia University Revenue Bonds, Series 2020A
Moody’s: Aaa Standard & Poor’s: AAA NEW ISSUE – BOOK-ENTRY ONLY (See “Ratings” herein) $150,000,000 DORMITORY AUTHORITY OF THE STATE OF NEW YORK COLUMBIA UNIVERSITY REVENUE BONDS, SERIES 2020A ® Dated: Date of Delivery Due: October 1, as shown on the inside cover Payment and Security: The Columbia University Revenue Bonds, Series 2020A (the “Series 2020A Bonds”) are special obligations of the Dormitory Authority of the State of New York (“DASNY”), payable solely from, and secured by a pledge of (i) certain payments to be made under the Amended and Restated Loan Agreement, dated as of September 1, 2011, as amended and supplemented (collectively, the “Loan Agreement”), between The Trustees of Columbia University in the City of New York (the “University”) and DASNY, and (ii) all funds and accounts (except the Arbitrage Rebate Fund and any fund established for the payment of the purchase price of Option Bonds tendered for purchase) established under DASNY’s Columbia University Revenue Bond Resolution, adopted September 27, 2000, as supplemented and amended (the “Resolution”) and the Series 2020A Resolution Authorizing the Issuance of a Series of Columbia University Revenue Bonds, adopted February 5, 2020 (the “Series 2020A Resolution”), and the Bond Series Certificate executed by DASNY in connection with the sale and issuance of the Series 2020A Bonds (the “Series 2020A Bond Series Certificate”). The Loan Agreement is a general, unsecured obligation of the University and requires the University to pay, in addition to the fees and expenses of DASNY and the Trustee, amounts sufficient to pay, when due, the principal, Sinking Fund Installments, if any, purchase price and Redemption Price of and interest on all Bonds issued under the Resolution, including the Series 2020A Bonds.