DOCSLIB.ORG

Notices of the American Mathematical Society

Total Page：16

File Type：pdf, Size：1020Kb

Download full-text PDF Read full-text
Notices of the American Mathematical Society OF THE AMERICAN MATHEMATICAL SOCIETY Edited by Everett Pitcher and Gordon L. Walker CONTENTS MEETINGS Calendar of Meetings ••••• , •••••..••.•••.••.••••..••••.•• 1002 Program for the November Meeting in Baton Rouge, Louisiana • • • . • . • . 1003 Abstracts for the Meeting- Pages 1043-1057 Program for the November Meeting in Claremont, California • • • • • • . • 1009 Abstracts for the Meeting- Pages 1058-1061 Program for the November Meeting in Ann Arbor, Michigan 1012 Abstracts for the Meeting- Pages 1061-1075 PRELIMINARY ANNOUNCEMENTS OF MEETINGS ..••..••.•. 1018 STARTING SALARIES FOR MATHEMATICIANS WITH A Ph. D ..•••••.••.•. 1026 DISMISSAL OF DO~TOR DUBINSKY .•.•••.•.•...•.••..••••••••... 1027 NEWS ITEMS AND ANNOUNCEMENTS •.•...•.......•.. 1008, 101I, 1017,1031 PERSO:--IAL ITEMS . • . • . • . • . • . • . • . • • . • . • • . • • • • . • • 1032 NEW AMS PUBLICATIO="'S •...••.....•...••••....•••.•••• 1033 MEMORANDA TO MSMBERS 1969 Summer Institute on Number Theory~ • . • . • • . • . • • • . • • • • . 1039 Abstracts . • . • • . • • . • • • . • • . • • • • • • • . • . • • • • • • • • . • . • 1039 Computing and Mathematics •.••.••..•.••••.•.••..•.•••.•.• 1040 Additional Audio Recording of Mathematical Lectures Available •..•..•• 1040 ACTIVITIES OF OTHER ASSOCIATIONS .........•...•.•••.•.•••.... 1040 VISITING MATHEMATICIANS ••..•.•.• 104I ABSTI\.ACTS OF CONTRIBUTED PAPERS . 1043 ERRATA .••••.•....•••.•••..• . 1095 INDEX TO ADVERTISERS ' 1107 RESERVATI0:--1 FORM .........•...•••..••.........•••.•.••.•• 1108 MEETINGS Calendar of Meetings NOTE: This Calendar lists all of the meetings which have been approved by the Council up to the date at which this issue of the c}/otiaiJ was sent to press. The summer and annual meetings are joint meetings of the Mathematical Association of America and the American Mathematical Society. The meeting dates which fall rather far in the future are subject to change. This is particularly true of the meetings to which no numbers have yet been assigned. Meet· Deadline ing Date Place for No. Abstracts• 672 january 22-26, 1970 San Antonio, Texas Nov. 6, 1969 673 March 25-28, 1970 New York, New York jan. 28, 1970 674 April 14-18, 1970 Madison, Wisconsin Feb. 27, 1970 675 April 2 5, 1970 Davis, California Feb. 27, 1970 August 24-28, 1970 Laramie, Wyoming (75th Summer Meeting) january 21-25, 1971 Atlantic City, New jersey (77th Annual Meeting) *The abstracts of papers to be presented in person at the meetings must be received in the Head­ quarters Offices of the Society in Providence, Rhode Island, on or before these deadlines. The dead­ lines also apply to news items. The next two deadlines for by-title abstracts will be January 21, 1970· and February 2.0, 1970. OTHER EVENTS D·~cemher 2 7, 1969 Symposium on Some Mathematical Questions Boston, Massachusetts in Biology The cJVofiai) of the American Mathematical Society is published by the Society in January, February, April, June, August, October, November and December. Price per annual volume is $10.00. Price per copy $3.00. Special price for copies sold at registration desks of meetings of the Society, $1.00 per copy. Subscriptions, orders for back numbers (back issues of the last two years only are available) and inquiries should be addressed to the American Mathematical Society, P. 0. Box 6248, Providence, Rhode Island 02904. Second-class postage paid at Providence, Rhode Island, and additional mailing offices. Copyright© , 1969 by the American Mathematical Society PriJited in the United States of America 1002 The Six Hundred Sixty-Ninth Meeting Louisiana State University Baton Rouge, Louisiana November 21-22, 1969 The six hundred and sixty-ninth meet­ Lockett Hall. A beer party at the Capitol ing of the American Mathematical Society House Hotel is planned for Friday evening. will be held at Louisiana State University Tickets for this may be purchased at the at Baton Rouge, Louisiana, November 21- time of registration. 22, 1969. Pleasant Hall is a university-owned Sessions for contributed papers will hotel located on campus within a five-minute be held in the designated rooms in Lockett walk of Lockett Hall. The accommodations Hall. The three invited addresses are sche­ are adequate but not luxurious. There are duled to be held in the auditorium in Lock­ about 95 rooms with private baths and 45 ett Hall. rooms with hall baths available. Rates are By invitation of the Committee to as follows: Select Hour Speakers, Professor Marvin With private bath $ 7.00 1 person Rosenblum of the University of Virginia, 10.00 2 persons Professor Swarupchand M. Shah of the Uni­ 12.00 3persons versity of Kentucky and Professor Nickolas Heerema of Florida State University will With hall bath 4.00 1 person present hour talks. The title of Professor 7.00 2 persons Shah 1 s talk will be "Univaient functions 9.00 3 persons with univalent derivatives"; the title of Make reservations at Pleasant Hall Professor Heerema 1 s talk will be "Higher Reservation Desk, Louisiana State Univer­ derivations and automorphisms ofcomplete sity, Baton Rouge, Louisiana 70803. local rings"; the title of Professor Rosen­ Additional accommodations, con­ blum 1 s talk will be "Shifts and Hilbert venient to the University, with approximate space factorization problems." driving times to the university are given The registration desk will be located below: in the basement of the Mathematics Build­ JACK TAR CAPITOL HOUSE HOTEL ing, Lockett Hall, where all sessions will ( 10 minutes) be held. Registration hours will be 9 a.m. Lafayette at Convention, Baton Rouge, La. to 5 p.m. Friday, November 21 and 9 a.m. 70821 to 12 noon Saturday, November 22. Single $ 9.00 to $15.00 Baton Rouge, which is approximately Double 12.00 to 19.00 75 miles northwest of New Orleans, is lo­ (two persons, 1 bed) cated on U.S. 61 and U.S. 190. It is served by Twin 14.00 to 19.00 Delta, Southern, and Trans-Texas Air­ (two persons, 2 beds) lines, and by Greyhound and Trailways Bus Companies. Passenger train service is PRINCE MURAT INN (5 minutes) extremely limited. From the New Orleans 1480 Nicholson Drive, Baton Rouge, La. Airport to the Baton Rouge campus is a 70821 drive of less than an hour and a half. Single $10.00 up Several persons might wish to rent a car Double 14.00 up (two beds) jointly at the airport and drive down. Meals and snacks will be available The following motels might not have at campus cafeterias and off-campus estab­ accommodations available for Saturday lishments. Coffee and doughnuts will be night because of a home football game, but served each morning in the basement of they do expect to have facilities available 1003 for Friday night. HOLIDAY INN-SOUTH (15 minutes) (Inter­ section of I-12 and U.S. 61) BATON ROUGE TRAVELODGE MOTEL 9940 Airline Highway, Baton Rouge, La. (10 minutes) 70821 427 Lafayette Street, Baton Rouge, La. Single $11,00 70821 Double 15,00 (two double beds) Single $11.50 ( $2.00 each additional person) Double 13,50 Reservations should be made directly (two persons, 1 bed) with Pleasant Hall, the hotel, or one of the Double 15,50 motels. It is suggested that reservations be (two persons, 2 beds) made as early as is practical. PROGRAM OF THE SESSIONS The time limit for each contributed paper is 10 minutes. The contributed papers are scheduled at 15 minute intervals. To maintain this schedule, the time limit will be strictly enforced. FRIDAY, 1:00 P.M. Invited Address, Lockett Hall Auditorium (Room B2) Shifts and Hilbert space factorization problems Professor Marvin Rosenblum, University of Virginia FRIDAY, 2:30P.M. Session on Algebra, Room Bl5, Lockett Hall 2:30-2:40 (1) Domains in which every ideal is a finite product of semiprime ideals. Preliminary report Professor Nick H. Vaughan, North Texas State University (669-24) 2:45-2:55 (2) R-endomorphisms of R[[X]} Professor Matthew O'Malley*, NASA Manned Spacecraft Center, Houston, and Professor Craig A. Wood, Oklahoma State University (669-22) 3:00-3:10 (3) The field of constants of an integral derivation on a p-adic field Professor Henry W. Thwing, Stetson University (669-17) (Introduced by Professor William A. LaBach) 3:15-3:25 (4) Higher derivations and inseparable Galois theory Professor Richard L. Davis, Louisiana State University (669-16) 3:30-3:40 ( 5) Quotient over rings of integral domains Professor William J, Heinzer, Louisiana State University (669-14) 3:45-3:55 (6) R-automorphisms of R [[X]] Professor Robert Gilmer, Florida State University (669-2) FRIDAY, 2:30 P.M. Session on Analysis, Room B5, Lockett Hall 2:30-2:40 ( 7) A note on power bounded operators Mr. Richard H. Bouldin, University of Georgia (669-7) *For papers with more than one author, an asterisk follows the name of the author who plans to presentthe paper at the meeting. 1004 2:45-2:55 (8) An extension of the Hausdorff-Young theorem. Preliminary report Professor Charles N. Kellogg, University of Kentucky (669-29) 3;00-3:10 (9) A functional integral for vector measures Mr. Daniel R. Lewis, Louisiana State University (669-36) (Introduced by Professor james R. Dorroh) 3;15-3:25 ( 1 0) Algebras of analytic functions. Preliminary report Professor Kenneth 0. Leland, Illinois Institute of Technology ( 669-40) 3;30-3:40 ( 11) Analyticity and quasi-analyticity of trajectories of semigroups of bounded linear transformations Professor John W. Neuberger, Emory University (669-41) 3:45-3:55 (12) A lattice of complete inner product spaces. Preliminary report Professor J. S. MacNerney, University of Houston (669-47) FRIDAY, 2:30 P.M. Session on Topology, Room B6, Lockett Hall 2;30-2;40 (13) Cellular mappings on three manifolds Mr. William E. Haver, State University of New York at Binghamton (669-39) (Introduced by Professor Louis F. McAuley) 2:45-2:55 ( 14) Strongly acyclic map between simply connected manifolds Professor R. Christopher Lacher, Florida State University ( 669-37) 3:00-3:10 (15) Absolute Z-sets Miss Jean Pollard, Louisiana State University (669-32) (Introduced by Professor Richard D. Anderson) 3;15-3:25 (16) Embeddings of !-dimensional compacta in En Professor John L.
Load more

Recommended publications
  • The Impact of Regular Number Talks on Mental Math Computation Abilities
    St. Catherine University SOPHIA Masters of Arts in Education Action Research Papers Education 5-2014 The Impact of Regular Number Talks on Mental Math Computation Abilities Anthea Johnson St. Catherine University, [email protected] Amanda Partlo St. Catherine University, [email protected] Follow this and additional works at: https://sophia.stkate.edu/maed Part of the Education Commons Recommended Citation Johnson, Anthea and Partlo, Amanda. (2014). The Impact of Regular Number Talks on Mental Math Computation Abilities. Retrieved from Sophia, the St. Catherine University repository website: https://sophia.stkate.edu/maed/93 This Action Research Project is brought to you for free and open access by the Education at SOPHIA. It has been accepted for inclusion in Masters of Arts in Education Action Research Papers by an authorized administrator of SOPHIA. For more information, please contact [email protected]. The Impact of Regular Number Talks on Mental Math Computation Abilities An Action Research Report By Anthea Johnson and Amanda Partlo The Impact of Regular Number Talks on Mental Math Computation Abilities By Anthea Johnson and Amanda Partlo Submitted May of 2014 in fulfillment of final requirements for the MAED degree St. Catherine University St. Paul, Minnesota Advisor _______________________________ Date _____________________ Abstract The purpose of our research was to determine what impact participating in regular number talks, informal conversations focusing on mental mathematics strategies, had on elementary students’ mental mathematics abilities. The research was conducted in two urban fourth grade classrooms over a two month period. The data sources included a pre- and post-questionnaire, surveys about students’ attitudes towards mental math, a pretest and a posttest containing addition and subtraction problems to be solved mentally, teacher reflective journals, and student interviews.
    [Show full text]
  • Integer Sequences
    UHX6PF65ITVK Book > Integer sequences Integer sequences Filesize: 5.04 MB Reviews A very wonderful book with lucid and perfect answers. It is probably the most incredible book i have study. Its been designed in an exceptionally simple way and is particularly just after i finished reading through this publication by which in fact transformed me, alter the way in my opinion. (Macey Schneider) DISCLAIMER | DMCA 4VUBA9SJ1UP6 PDF > Integer sequences INTEGER SEQUENCES Reference Series Books LLC Dez 2011, 2011. Taschenbuch. Book Condition: Neu. 247x192x7 mm. This item is printed on demand - Print on Demand Neuware - Source: Wikipedia. Pages: 141. Chapters: Prime number, Factorial, Binomial coeicient, Perfect number, Carmichael number, Integer sequence, Mersenne prime, Bernoulli number, Euler numbers, Fermat number, Square-free integer, Amicable number, Stirling number, Partition, Lah number, Super-Poulet number, Arithmetic progression, Derangement, Composite number, On-Line Encyclopedia of Integer Sequences, Catalan number, Pell number, Power of two, Sylvester's sequence, Regular number, Polite number, Ménage problem, Greedy algorithm for Egyptian fractions, Practical number, Bell number, Dedekind number, Hofstadter sequence, Beatty sequence, Hyperperfect number, Elliptic divisibility sequence, Powerful number, Znám's problem, Eulerian number, Singly and doubly even, Highly composite number, Strict weak ordering, Calkin Wilf tree, Lucas sequence, Padovan sequence, Triangular number, Squared triangular number, Figurate number, Cube, Square triangular
    [Show full text]
  • The Primordial End Calculus of Prime Numbers and Mathematics
    International Journal of Applied Mathematical Research, 2 (4) (2013) 423-438 ©Science Publishing Corporation www.sciencepubco.com/index.php/IJAMR The primordial end calculus of prime numbers and mathematics Vinoo Cameron Hope research, Athens, Wisconsin, USA E-mail:[email protected] Abstract This Manuscript on the end primordial calculus of mathematics is a new discovery of the spiral nature of the entire mathematical grid at 1:3 by the precise and absolute concordance of regular number spirals and the Prime number spirals based on numbers and their spaces by grid. It is exclusive to IJAMR which has published 8 papers of the author on this new mathematics. The manuscript has NOT been offered to any other journal in the world .The editorial board of Princeton University, USA, Annals of mathematics had been duly informed by letter of the new discovery of the concordance of prime numbers spirals with regular number spirals, but for the sake of fidelity. Mathematics is not complexity, but simplicity, the configuration of 1 is spiral .The relationship between pure mathematical numbers and empty space is a primordial relationship, and well defined by gaps, plus it has been validated by the author by the Publishing of the pure continuous Den-Otter Prime number sieve at 1/6 and 5/6 ( and 1/3 and 2/3),and these prime sieves are reversible .Thus the relationship of the configuration of 1 is in two planes that expand in the frame of (5/6 and 1/6 ) and (1/3 and 2/3)are represented by spiral configuration , expressed by these numbers, as in :All prime numbers spirals are assigned infinitely by the simple -1 offset of the two spiral numbers cords 1/3+2/3=1 5/6+1/6=1 1/3-1/6=1/6 5/6-2/3=1/6 1/3+1/6=0.5 5/6+2/3=1.5 1.5/0.5=3 Note: the above is also confirmed by Arabian numerical shown below.
    [Show full text]
  • 243 a NUMBER-THEORETIC CONJECTURE and ITS IMPLICATION for SET THEORY 1. Motivation It Was Proved In
    Acta Math. Univ. Comenianae 243 Vol. LXXIV, 2(2005), pp. 243–254 A NUMBER-THEORETIC CONJECTURE AND ITS IMPLICATION FOR SET THEORY L. HALBEISEN 1-1 Abstract. For any set S let seq (S) denote the cardinality of the set of all finite one-to-one sequences that can be formed from S, and for positive integers a let aS denote the cardinality of all functions from S to a. Using a result from combinatorial number theory, Halbeisen and Shelah have shown that even in the absence of the axiom of choice, for infinite sets S one always has seq1-1(S) = 2S (but nothing more can be proved without the aid of the axiom of choice). Combining stronger number-theoretic results with the combinatorial proof for a = 2, it will be shown that for most positive integers a one can prove the inequality seq1-1(S) = aS without using any form of the axiom of choice. Moreover, it is shown that a very probable number-theoretic conjecture implies that this inequality holds for every positive integer a in any model of set theory. 1. Motivation Itwasprovedin[ 3, Theorem 4] that for any set S with more than one element, the cardinality seq1-1(S) of the set of all finite one-to-one sequences that can be formed from S can never be equal to the cardinality of the power set of S, denoted by 2S. The proof does not make use of any form of the axiom of choice and hence, the result also holds in models of set theory where the axiom of choice fails.
    [Show full text]
  • Turbulent Candidates” That Note the Term 4290 Shown in Light Face Above Is in A(N), but Must Be Tested Via the Regular Counting Function to See If the Not in A244052
    Working Second Draft TurbulentMichael Thomas Candidates De Vlieger Abstract paper involve numbers whose factors have multiplicities that never approach 9, we will simply concatenate the digits, thus rendering This paper describes several conditions that pertain to the 75 = {0, 1, 2} as “012”. appearance of terms in oeis a244052, “Highly regular numbers a(n) defined as positions of records in a010846.” The sequence In multiplicity notation, a zero represents a prime totative q < is arranged in “tiers” T wherein each member n has equal values gpf(n) = a006530(n), the greatest prime factor of n. Indeed the multiplicity notation a054841(n) of any number n does not ex- ω(n) = oeis a001221(n). These tiers have primorials pT# = oeis a002110(T) as their smallest member. Each tier is divided into press the infinite series of prime totatives q > gpf(n). We could also write a054841(75) = 01200000…, with an infinite number of “levels” associated with integer multiples kpT# with 1 ≤ k < p(T + zeroes following the 2. Because it is understood that the notation 1). Thus all the terms of oeis a060735 are also in a244052. Mem- bers of a244052 that are not in a060735 are referred to as “turbu- “012” implies all the multiplicities “after” the 2 are 0. lent terms.” This paper focuses primarily on the nature of these Regulars. Consider two positive nonzero integers m and n. The terms. We give parameters for their likely appearance in tier T as number m is said to be “regular to” or “a regular of” n if and only if well as methods of efficiently constructing them.
    [Show full text]
  • Curricula in Mathematics
    UNITEDSTATESBUREAU OFEDUCATION 619 BULLETIN, 1914,NO. 45 - - WIIOLE NUMBER t$4 CURRICULAIN MATHEMATICS ACOMPARISON OFCOURSES IN THECOUNTRIES REPRESENTED IN THEINTERNATIONALCOMMISSION ON THE TEACHING OFMATHEMATICS By J. C. BROWN HORACE MANNSCHOOL TEACHERSCOLLEtE NEW YORK CITY With the EditorialCooperation of DAVID EUGENESMITH, WILLIAM F.OSGOOD, J. W. A. YOUNG MEMBERS OF THE COMMISSION FROMCIE UNITED STATES . WASHINGTON GOVERNMENTPRINTING OFFICE 1915 1 I ADDITIONAL COPIES 11. OP THIS PURIJCATION MAT DR PROCURED PROM ,T/MR/SUPERINTENDENT Or DOCUMENTS %Z. GOVERNMENT PRINTING OPPICK WARRINGTON, D. C. AT 10 CENTS PER COPY A CONTENTS.' Page. Introduction a 5 I. General arrangement of the courses in typical schoolp of the various countries . 7. Austria I.. .7 Belgium \.. 8 Denmark 10 Finland , 11. France .,. 12 Germany 13 Holland 16 Hungary 17 Italy 19 Japan 20 Roumania 21 Russia.., 22 Sweden 23 Switzerland 24 Table 1 25 II, The work in mathematics in the first school yeadr 26 III. The work in mathematics in the second school year 28 IV. The work in mathematics in the third school year 30' V. The lork in mathematics in the fourth school year..., 33 VI. The work in mathematics in the fifth school y 36 VII. The work in mathematics in tho sixth school yr 40 VIII. Tho work in mathematics in the seventh school ear , 45 IX. The work in mathematics in the eighth school year 51 X. The work in mathematics in the ninth school year 58 '. X1. The work in mathematics in the tenth school year 64 XII. Tho work in mathematics in.theeIeventh school year 70 XIII.
    [Show full text]
  • The Plimpton 322 Tablet and the Babylonian Method of Generating
    The Plimpton 322 Tablet and the Babylonian Method of Generating Pythagorean Triples Abdulrahman A. Abdulaziz University of Balamand Abstract Ever since it was published by Neugebauer and Sachs in 1945, the Old Babylonian tablet known as Plimpton 322 has been the subject of numerous studies leading to different and often conflicting interpretations of it. Overall, the tablet is more or less viewed as a list of fifteen Pythagorean triplets, but scholars are divided on how and why the list was devised. In this paper, we present a survey of previous attempts to interpret Plimpton 322, and then offer some new insights that could help in sharpening the endless debate about this ancient tablet. 1 Introduction Plimpton 322 is the catalog name of an Old Babylonian (OB) clay tablet held at Columbia University. The tablet is named after New York publisher George A. Plimpton who purchased it from archaeology dealer Edgar J. Banks in the early nineteen twenties. In the mid thirties, the tablet, along with the rest of Mr. Plimpton collection, was donated to Columbia University. arXiv:1004.0025v1 [math.HO] 31 Mar 2010 According to Banks, the tablet was found at Tell Senkereh, an archaeological site in southern Iraq corresponding to the ancient Mesopotamian city of Larsa [Robson, 2002]. The preserved portion of the tablet (shown in Figure 1) is approximately 13 cm wide, 9 cm high and 2 cm deep. As can be seen from the picture, a chunk of the tablet is missing from the middle of the right-hand side. Also, the tablet had (before it was baked for preservation) remnants of modern glue on its damaged left-hand side suggesting that it might be a part of a larger tablet, the discovery of the remainder of which, if it ever existed, might settle many of the questions we try to answer in this paper.
    [Show full text]
  • Topological Models for Stable Motivic Invariants of Regular Number Rings 11
    TOPOLOGICAL MODELS FOR STABLE MOTIVIC INVARIANTS OF REGULAR NUMBER RINGS TOM BACHMANN AND PAUL ARNE ØSTVÆR Abstract. For an infinity of number rings we express stable motivic invariants in terms of topological data determined by the complex numbers, the real numbers, and finite fields. We use this to extend Morel’s identification of the endomorphism ring of the motivic sphere with the Grothendieck-Witt ring of quadratic forms to deeper base schemes. Contents 1. Introduction 1 2. Nilpotent completions 3 3. Rigidity for stable motivic homotopy of henselian local schemes 7 4. Topological models for stable motivic homotopy of regular number rings 9 5. Applications to slice completeness and universal motivic invariants 17 References 20 1. Introduction The mathematical framework for motivic homotopy theory has been established over the last twenty- five years [Lev18]. An interesting aspect witnessed by the complex and real numbers, C, R, is that Betti realization functors provide mutual beneficial connections between the motivic theory and the corresponding classical and C2-equivariant stable homotopy theories [Lev14], [GWX18], [HO18], [BS19], [ES19], [Isa19], [IØ20]. We amplify this philosophy by extending it to deeper base schemes of arithmetic interest. This allows us to understand the fabric of the cellular part of the stable motivic homotopy category of Z[1/2] in terms of C, R, and F3 — the field with three elements. If ℓ is a regular prime, a number theoretic notion introduced by Kummer in 1850 to prove certain cases of Fermat’s Last Theorem [Was82], we show an analogous result for the ring Z[1/ℓ]. For context, recall that a scheme X, e.g., an affine scheme Spec(A), has an associated pro-space Xet´ , denoted by Aet´ in the affine case, called the étale homotopy type of X representing the étale cohomology of X with coefficients in local systems; see [AM69] and [Fri82] for original accounts and [Hoy18, §5] for a modern definition.
    [Show full text]
  • Escribe Agenda Package
    Township of Southgate Revised Council Meeting Agenda August 1, 2018 9:00 AM Council Chambers Pages 1. Call to Order 2. Open Forum-Registration begins 15 minutes prior to meeting 3. Confirmation of Agenda Be it resolved that Council confirm the agenda as amended. 4. Delegations & Presentations 4.1 Jason Weppler - Grey Bruce Public Health - PLAY Program 1 - 7 Be it resolved that Council receive the Grey Bruce Public Health delegation as information. 4.2 Andrew Barton - Ministry of Environment and Climate Change - The person presenting on behalf of the MOECC was updated upon confirmation from their office. -Received Monday July 30, 2018. Be it resolved that Council receive the Ministry of Environment and Climate Change delegation as information. 5. Adoption of Minutes 8 - 18 Be it resolved that Council approve the minutes from the July 4, 2018 Council and Closed Session meetings as presented. 6. Reports of Municipal Officers *6.1 Treasurer William Gott *6.1.1 FIN2018-026 2017 Financial Report – December and 19 - 37 Actual Reserves, Deferred Revenue and Reserve Funds Staff Report FIN2018-026 was added. -received Monday July 30, 2018. Be it resolved that Council received Staff Report FIN2018-026 2017 Financial Report – December as information; and That Council supports the transfers from or to Reserves, Deferred Revenue and Reserve Funds as presented. 6.2 Clerk Joanne Hyde 6.2.1 CL2018-025 – Declaration of Vacant Seat 38 - 40 Be it resolved that Council receive staff report CL2018- 025 Declaration of Vacant Seat for information; and That Council support the continued appointment of Acting Deputy Mayor John Woodbury for the remained of the 2018 Term of Council; and That in accordance with Section 262(1) of the Municipal Act, 2001, as amended, Council declare the Council seat occupied by Councillor Woodbury as vacant effective August 1, 2018.
    [Show full text]
  • Download PDF # Integer Sequences
    4DHTUDDXIK44 ^ eBook ^ Integer sequences Integer sequences Filesize: 8.43 MB Reviews Extensive information for ebook lovers. It typically is not going to expense too much. I discovered this book from my i and dad recommended this pdf to learn. (Prof. Gerardo Grimes III) DISCLAIMER | DMCA DS4ABSV1JQ8G > Kindle » Integer sequences INTEGER SEQUENCES Reference Series Books LLC Dez 2011, 2011. Taschenbuch. Book Condition: Neu. 247x192x7 mm. This item is printed on demand - Print on Demand Neuware - Source: Wikipedia. Pages: 141. Chapters: Prime number, Factorial, Binomial coeicient, Perfect number, Carmichael number, Integer sequence, Mersenne prime, Bernoulli number, Euler numbers, Fermat number, Square-free integer, Amicable number, Stirling number, Partition, Lah number, Super-Poulet number, Arithmetic progression, Derangement, Composite number, On-Line Encyclopedia of Integer Sequences, Catalan number, Pell number, Power of two, Sylvester's sequence, Regular number, Polite number, Ménage problem, Greedy algorithm for Egyptian fractions, Practical number, Bell number, Dedekind number, Hofstadter sequence, Beatty sequence, Hyperperfect number, Elliptic divisibility sequence, Powerful number, Znám's problem, Eulerian number, Singly and doubly even, Highly composite number, Strict weak ordering, Calkin Wilf tree, Lucas sequence, Padovan sequence, Triangular number, Squared triangular number, Figurate number, Cube, Square triangular number, Multiplicative partition, Perrin number, Smooth number, Ulam number, Primorial, Lambek Moser theorem,
    [Show full text]
  • Origin of Irrational Numbers and Their Approximations
    computation Review Origin of Irrational Numbers and Their Approximations Ravi P. Agarwal 1,* and Hans Agarwal 2 1 Department of Mathematics, Texas A&M University-Kingsville, 700 University Blvd., Kingsville, TX 78363, USA 2 749 Wyeth Street, Melbourne, FL 32904, USA; [email protected] * Correspondence: [email protected] Abstract: In this article a sincere effort has been made to address the origin of the incommensu- rability/irrationality of numbers. It is folklore that the starting point was several unsuccessful geometric attempts to compute the exact values of p2 and p. Ancient records substantiate that more than 5000 years back Vedic Ascetics were successful in approximating these numbers in terms of rational numbers and used these approximations for ritual sacrifices, they also indicated clearly that these numbers are incommensurable. Since then research continues for the known as well as unknown/expected irrational numbers, and their computation to trillions of decimal places. For the advancement of this broad mathematical field we shall chronologically show that each continent of the world has contributed. We genuinely hope students and teachers of mathematics will also be benefited with this article. Keywords: irrational numbers; transcendental numbers; rational approximations; history AMS Subject Classification: 01A05; 01A11; 01A32; 11-02; 65-03 Citation: Agarwal, R.P.; Agarwal, H. 1. Introduction Origin of Irrational Numbers and Their Approximations. Computation Almost from the last 2500 years philosophers have been unsuccessful in providing 2021, 9, 29. https://doi.org/10.3390/ satisfactory answer to the question “What is a Number”? The numbers 1, 2, 3, 4, , have ··· computation9030029 been called as natural numbers or positive integers because it is generally perceived that they have in some philosophical sense a natural existence independent of man.
    [Show full text]
  • Ramsey Theory on the Integers Second Edition
    STUDENT MATHEMATICAL LIBRARY Volume 73 Ramsey Theory on the Integers Second Edition Bruce M. Landman Aaron Robertson http://dx.doi.org/10.1090/stml/073 Ramsey Theory on the Integers Second Edition STUDENT MATHEMATICAL LIBRARY Volume 73 Ramsey Theory on the Integers Second Edition Bruce M. Landman Aaron Robertson American Mathematical Society Providence, Rhode Island Editorial Board Satyan L. Devadoss John Stillwell (Chair) Erica Flapan Serge Tabachnikov 2010 Mathematics Subject Classification. Primary 05D10. For additional information and updates on this book, visit www.ams.org/bookpages/stml-73 Library of Congress Cataloging-in-Publication Data Landman, Bruce M., 1951– Ramsey theory on the integers / Bruce M. Landman, Aaron Robertson. – Second edition. pages cm. – (Student mathematical library ; volume 73) Includes bibliographical references and index. ISBN 978-0-8218-9867-3 (alk. paper) 1. Ramsey theory. 2. Combinatorial analysis. I. Robertson, Aaron, 1971– II. Title. QA166.L34 2015 511.66–dc23 2014025399 Copying and reprinting. Individual readers of this publication, and nonprofit libraries acting for them, are permitted to make fair use of the material, such as to copy select pages for use in teaching or research. Permission is granted to quote brief passages from this publication in reviews, provided the customary acknowledgment of the source is given. Republication, systematic copying, or multiple reproduction of any material in this publication is permitted only under license from the American Mathematical Society. Permissions to reuse portions of AMS publication content are handled by Copyright Clearance Center’s RightsLink service. For more information, please visit: http:// www.ams.org/rightslink. Send requests for translation rights and licensed reprints to reprint-permission @ams.org.
    [Show full text]