61. SHELF-MARKS 39, F 87, Finite differences and functional equations. 40, E 85, sequences, series,summability. 41, E 85, Approximations and expansions. 42, E 85, Fourier analysis. http://www.cwi.nl/library/services/class/c2k.html

RELATION CLASSIFICATION CODE - SHELF MARK Code = code beginning with Shelf mark = shelf mark beginning with Code Shelf mark Description A General N 80 General applied mathematics N 81 General applications in physics B 81 Mathematical history and biography B 83 Collected works C 82 Mathematical logic and foundations C 82 Set theory C 85 Combinatorics C 85 Order, lattices, ordered algebraic structures C 88 General mathematical systems D 82 Number theory D 82 Field theory and polynomials D 84 Commutative rings and algebras G 83 Algebraic geometry D 84 Linear and multilinear algebra; matrix theory D 84 Associative rings and algebras D 84 Nonassociative rings and algebras C 88 Category theory, homological algebra D 84 K-theory D 88 Group theory and generalizations E 88 Topological groups, Lie groups E 81 Real functions E 81 Measure and integration E 82 Functions of a complex variable E 82 Potential theory E 82 Several complex variables and analytic spaces E 84 Special functions F 85 Ordinary differential equations F 86 Partial differential equations F 87 Finite differences and functional equations E 85 Sequences, series, summability

62. Mathematical Subject Classification (MSC 2000) 39XX, Difference and functional equations. 40-XX, sequences, series,summability. 41-XX, Approximations and expansions {For all approximation http://wwwbib.mathematik.tu-darmstadt.de/Math-Net/Preprints/MR/MR.html

Preprints Suchmaske Suche Dekanat des Fachbereichs Mathematik Mathematical Subject Classification (MSC 2000) Browse the MSC Entire MSC2000 in PDF The Mathematics Subject Classification (MSC) is used to categorize items covered by the two reviewing databases, Mathematical Reviews (MR) and Zentralblatt MATH (Zbl). The MSC is broken down into over 5,000 two-, three-, and five-digit classfications, each corresponding to a discipline of mathematics (e.g., 11 = Number theory; 11B = Sequences and sets; 11B05 = Density, gaps, topology). The current classification system, 2000 Mathematics Subject Classification (MSC2000), is a revision of the 1991 Mathematics Subject Classification, which is the classification that has been used by MR and Zbl since the beginning of 1991. MSC2000 is the result of a collaborative effort by the editors of MR and Zbl to update the classification. The editors acknowledge the many helpful suggestions from the mathematical community during the revision process. Changes at the 2-digit level Conversion Tables Browse the 2000 MSC 00-XX General 01-XX History and biography [See also the classification number -03 in the other sections] 03-XX Mathematical logic and foundations 04-XX 05-XX 06-XX Order, lattices, ordered algebraic structures [See also

63. Mathematical Subject Classification ergodic theory See also 26A18, 34Cxx, 34Dxx, 35Bxx, 46Lxx, 58Jxx, 70XX 39-XX Differenceand functional equations 40-XX sequences, series, summability 41-XX http://www.maths.wits.ac.za/mirror/msc/

2000 Mathematics Subject Classification Browse the MSC Entire MSC2000 in PDF How to Apply the MSC The Mathematics Subject Classification (MSC) is used to categorize items covered by the two reviewing databases, Mathematical Reviews (MR) and Zentralblatt MATH (Zbl). The MSC is broken down into over 5,000 two-, three-, and five-digit classfications, each corresponding to a discipline of mathematics (e.g., 11 = Number theory; 11B = Sequences and sets; 11B05 = Density, gaps, topology). The current classification system, 2000 Mathematics Subject Classification (MSC2000), is a revision of the 1991 Mathematics Subject Classification, which is the classification that has been used by MR and Zbl since the beginning of 1991. MSC2000 is the result of a collaborative effort by the editors of MR and Zbl to update the classification. The editors acknowledge the many helpful suggestions from the mathematical community during the revision process. Changes at the 2-digit level Conversion Tables Browse the 2000 MSC 00-XX General 01-XX History and biography [See also the classification number -03 in the other sections] 03-XX Mathematical logic and foundations 05-XX 06-XX Order, lattices, ordered algebraic structures [See also

64. Mathematical Sciences Library 40 – sequences, series, summability. QA 322.2 G46 2000 Milman, VD Schechtman,G. (eds) Geometric Aspects of Functional Analysis. Isreal Seminar. http://www.library.utoronto.ca/math/acqMay01.html

New Acquisitions List May 2001 Items listed here are listed according to the American Mathematical Society Subject Classification scheme and then alphabetically by Author. Library Call Numbers have also been included with each item. 00 – GENERAL QA 484 .A7513 2001X Pi - Unleashed QA 7 .M32423 2001X Mathematics Unlimited – 2001 and Beyond 01 – HISTORY AND BIOGRAPHY QA 27 I8187 1995 Aspetti della Matematica Italiana del Novacento QA 27 B6S55 1999 da Silva, Clovis Pereira A Matematica no Brasil: Uma Historia de seu Desenvolvimento QA 551 .W7613 2000X Grootendorst, Albert W. Jan De Witt’s Elementa Curvarum Linearum, Liber Primus 03 – MATHEMATICAL LOGIC AND FOUNDATIONS QA 9 C742513 2000 Mathematical Logic: A Course with Exercises: Part 1: Propositional Calculus, Boolean Algebra, Predicate Calculus, Completeness Theorems QA 9.7 F75 2000 Friedman, Sy D. Fine Structure and Class Forcing 05 – COMBINATORICS QA 164 P775 1996 Progress in Algebraic Combinatorics QA 166 I47 2000X Product Graphs Structure and Recognition QA 164 I58 2000X Formal Power Series and Algebraic Combinatorics: th International Conference, FPSAC’ 00, Moscow, Russia, June 2000. Proceedings

65. Book_figures.html Figure 8.2 The delta sequences from Fourier series the Fejer kernel, m Figure 8.4the summability function rhor(x) for Daubechies wavelet 2phi(x), m=0,; http://www.math.ohiou.edu/~shen/book_images/book_figuresTOC.html

Chapter 1. Orthogonal Systems Figure 1.1 The scaling and mother wavelet for the Haar system Figure 1.2 The scaling function for the Shannon system Figure 1.3 The wavelet for the Shannon system Chapter 1. Orthogonal Systems Figure 1.1 The scaling and mother wavelet for the Haar system Figure 1.2 The scaling function for the Shannon system Figure 1.3 The wavelet for the Shannon system ... Figure 13.7 Density estimate for the Old Faithful geyser data using positive kernel in Figure 13.4.

66. Cakalli Hüseyin sAbsolute almost convergent sequences, Pure and Çakalli, Hüseyin Cauchypreserving series methods in and Thorpe, B. On summability in topological http://www.istanbul.edu.tr/fen/matematik/cakalli.htm

ÖÐRENCÝLERE DUYURULAR Prof.Dr. Hüseyin ÇAKALLI Anabilim Dalý Topoloji Ýdari Görevi Topoloji Anabilim Dalý Baþkaný Ofis Yeri Matematik Bölümü 4.Kat 3.Bölme. Telefon 0-212-5118480 (10 hat) Dahili: 1234 Fax Posta Adresi Ý.Ü. Fen Fakültesi Matematik Bölümü 34459 Vezneciler-ÝSTANBUL E-Mail hcakalli@istanbul.edu.tr Kiþisel web sayfasý http://www.calculus.hocasi.com http://www.mathematics.hocasi.com http://www.matematik1.hocasi.com http://www.analiz.hocasi.com ... http://www.topoloji.hocasi.com Akademik olarak ilgilendiði konular Topolojik Gruplar ,Diziler, Seriler, Toplanabilme, Regüler Matris Dönüþümleri , Mathematical Review 22,40 Özel Ýlgi Alanlarý Verdiði Lisans Dersleri Analiz I, Analiz II, Analiz III , Analiz IV , Calculus I, Mathematics I, Matematik I, Verdiði Lisansüstü Dersleri Topolojik Gruplar I, Topolojik Gruplar II, Regüler Matris Transformasyonlarý I , Regüler Matris Transformasyonlarý II Öðrenci Görüþme Saatleri Yayýn Listesi Ulusal Çakallý, Hüseyin Topolojik vektör uzaylarda toplanabilme, Yüksek Lisans Tezi, Ankara Üniversitesi, 23 Eylül 1981.

67. Vladimir Chelidze. Curriculum Vitae of double number sequences. (Russian). Soobshch. Akad. Nauk Gruz. SSR, IX(1948),No. 6, 333339. On the generalized Abelian summability of double series. http://www.rmi.acnet.ge/person/chelidze/

68. Mathematics / University Of Turku 39B, Functional equations and inequalities. 40, sequences, series, summability.40A, Convergence and divergence of infinite limiting processes. http://www.math.utu.fi/tutkielmat/luokittelu.htm

Luokitus 2000 Mathematics Subject Classification (MSC) Pro gradu -tutkielmat vuosilta 1986-1989 Pro gradu -tutkielmat 1990-luvulta Pro gradu -tutkielmat 2000-luvulta Alakoodit Nimi General General and miscallaneous specific topics Conference proceedings and collections of papers History and biography History of mathematics and mathematicians Mathematical logic and foundations Philosophical and critical General logic Model theory Computability and recursion thery Set theory Proof theory and constructive mathematics Algebraic logic Nonstandard models Combinatorics Enumerative combinatorics Desings and configurations Graph theory Extremal combinatorics Algebraic combinatorics Order, lattices, ordered algebraic structures Ordered sets Lattices Modular lattices, complemented lattices Distributive lattices Boolean algebras Ordered structures General algebraic systems Algebraic structures Varieties Other classes of algebras Number theory Elementary number theory Sequences and sets Polynomials and matrices Diophantine equations Forms and linear algebraic groups Discontinuous groups and automorphic forms Arithmetic algebraic geometry Geometry of numbers Diophantine approximations, transcendental number theory

69. Queen's University Libraries, Collection Development, Collection Policy - Mathem complex variables; special functions; measure and integration; sequences;series; summability; calculus of variations; approximation http://library.queensu.ca/webcoll/math.htm

Library Collection Policies Collection Development Home Page Queen's University Libraries Home Page Queen's University Home Page General Purpose: To serve undergraduate and graduate teaching programmes to the Ph.D. level in mathematics, statistics and operations research. To provide materials in these areas in support of advanced research programmes. DD>Emphasis is on theory. Languages: Emphasis is on English and Western European languages. Chronological Limits: Mainly post 1900. Type of Material Collected: books : monographs; bibliographies; conference proceedings; etc. serial publications: series; periodicals indexing and abstracting services Note: any of the above may be in print, microform, or electronic format Fields of Research: algebra (algebraic geometry, number theory) discrete mathematics analysis logic topology differential geometry probability and statistics applied mathematics (control theory, information theory, quantum theory, relativity) Subjects and Collecting Levels: Explanation of Collection Policy Levels Areas to be collected at level B: logic and foundations combinatorial theory; graph theory

70. Tom-vita Technical reports Application of summability to Sequence Acceleration, NASAASEECase-Lewis Summer Faculty Acceleration of series and sequences, NASA-ASEE http://www.mathcs.duq.edu/~keagy/Tom-vita.html

CURRICULUM VITA THOMAS A. KEAGY PERSONAL INFORMATION Department of Mathematics and Computer Science Duquesne University Pittsburgh, PA 15282 Email: keagy@.duq.edu Ph.D., University of North Texas, 1975, Mathematics M.S., University of North Texas, 1972, Mathematics B.S., Texas Lutheran University, 1969, Mathematics Led successful curriculum development in all three disciplines Recruited 12 full-time and more than fifty part-time faculty Hosted four Woodrow Wilson Institutes for secondary mathematics teachers Acquired significant new computer resources including two new student laboratories, one an open laboratory with 17 stations, the other a multimedia classroom with 29 student stations Encouraged grant writing among the faculty, resulting in four National Science Foundation grants (totaling more than $320,000) and four grants from 6DOS (totaling $32,000) Encouraged faculty participation in university service resulting in the election of 11 full-time faculty to major university committees Supported outstanding student performance by assisting in their selection for various school and university awards, scholarships, and honor societies and encouraging their participation in professional meetings and competitions Supported the development of support structures for students including tutoring services, clubs, and honor societies

71. MSRI Workshops By MSC Classification equations 37 Dynamical systems and ergodic theory 39 Finite differences and functionalequations 40 sequences, series, summability 41 Approximations and http://zeta.msri.org/calendar/msc_index

Past Workshop Listing by 2 digit Mathematical Subject Classification ( http://www.ams.org/msc 00 General 01 History and biography 03 Mathematical logic and foundations 04 Set theory 05 Combinatorics 06 Order, lattices, ordered algebraic structures 08 General algebraic systems 11 Number theory 12 Field theory and polynomials 13 Commutative rings and algebras 14 Algebraic geometry ... 16 Associative rings and algebras 17 Nonassociative rings and algebras 18 Category theory, homological algebra 19 K-theory 20 Group theory and generalizations 22 Topological groups, Lie groups 26 Real functions 28 Measure and integration 30 Functions of a complex variable 31 Potential theory 32 Several complex variables and analytic spaces 33 Special Functions 34 Ordinary differential equations 35 Partial differential equations 37 Dynamical systems and ergodic theory 39 Finite differences and functional equations 40 Sequences, series, summability

72. Hylleoppstilling Lenket Til Bibsys 39 Finite differences and functional equations. 40 sequences, series,summability 41 Approximations and expansions 42 Fourier analysis. http://www.ub.uio.no/umn/mat/hylle.html

UiO - nettsider UiO - personer BIBSYS - forfatter BIBSYS - tittel WWW - Google Om UiO Studier Studentliv Forskning ... Matematisk bibliotek Her finner du en oversikt over Matematisk biblioteks (UMN/MATs) emneklassifikasjon og hylleoppstilling. Vi bruker en gammel utgave av Mathematical Subject Classification (MSC) som er laget av American Mathematical Society her Det er lenket til Bibsys Faglig forfatterskap C 10 C 12 C 12.20 C 12.50 ... C 14.40 Redaksjon: Matematisk bibliotek matematisk.bibliotek@ub.uio.no Dokument opprettet: 29.10.2002, verifisert: 29.10.2002 Kontakt UiO Hjelp

73. Mathematical Subject Classification theory See also 26A18, 28Dxx, 34Cxx, 34Dxx, 35Bxx, 46Lxx, 58Jxx, 70XX 39-XX Differenceand functional equations 40-XX sequences, series, summability 41-XX http://www.isi.it/~zapatrin/msc2000/

74. Mathematical Review 1991 Subject Classification 40XX sequences, series, summability; 41-XX Approximations and expansions, {Forall approximation theory in the complex domain, See {30Exx} {30E05 and 30E10 http://www.ma.hw.ac.uk/~chris/MR/MR.html

1991 Mathematics Subject Classification This is version 2.1 (April 1996) of a hypertext version of the MSC, prepared by Chris Eilbeck of Heriot-Watt University , Edinburgh. If you have any comments regarding this implementation, please email the author ( chris@ma.hw.ac.uk ), quoting the version number. And in case you're wondering, he didn't type in all the 2647 hyperlinks himself, he wrote a Perl programme to process the index automatically. Version 2.1 corrects a bug in 2.0 where some links of the form "-XX" were incorrectly written as "-xx". New to version 2 is a Key word search facility. Comments welcome! Those readers situated in North America may find it quicker to use the version at http://e-math.ams.org/msc/ , though currently this site is running version 1.0. There is also a version (as yet without the key word search) at Karlsruhe at http://www.zblmath.fiz-karlsruhe.de/class/MSC91/ If you want to install a local version on your own machine, a tarred and compressed version (143615 bytes) of version 1.1 (no key word search) is available at http://www.ma.hw.ac.uk/~chris/mr-html.tar.Z

75. Fields Of Interest 39, Finite differences and functional equations. 40, sequences, series,summability. 41, Approximations and expansions. 42, Fourier analysis. http://www.lms.ac.uk/fields-of-int.html

13. Fields of interest: General History and biography Mathematical logic and foundations Set theory Combinatorics Order, lattices, ordered algebraic structures General algebraic systems Number theory Field theory and polynomials Commutative rings and algebras Algebraic geometry Linear and multilinear algebra; matrix theory Associative rings and algebras Nonassociative rings and algebras Category theory, homological algebra K-theory Group theory and generalizations Topological groups, Lie groups Real functions Measure and integration Functions of a complex variable Potential theory Several complex variables and analytic spaces Special functions Ordinary differential equations Partial differential equations Dynamical systems and ergodic theory Finite differences and functional equations Sequences, series, summability Approximations and expansions Fourier analysis Abstract harmonic analysis Integral transforms, operational calculus Integral equations Functional analysis Operator theory Calculus of variations and optimal control; optimization Geometry Convex sets and related geometric topics Differential geometry General topology Algebraic topology Manifolds and cell complexes Global analysis, analysis on manifolds

76. Bibliothek Des Mathematischen Seminars - MSC 2000 (Grobstruktur) and ergodic theory See also 26A, 34C, 34D, 35B, 46L, 58J, 70 39 Difference andfunctional equations 40 sequences, series, summability 41 Approximations and http://www.math.uni-frankfurt.de/lib/msc2000grob.html

Bibliothek des Mathematischen Seminars 2000 Mathematics Subject Classification The Mathematics Subject Classification (MSC) is used to categorize items covered by the two reviewing databases, Mathematical Reviews (MR) and Zentralblatt MATH (Zbl). The MSC is broken down into over 5,000 two-, three-, and five-digit classfications, each corresponding to a discipline of mathematics (e.g., 11 = Number theory; 11B = Sequences and sets; 11B05 = Density, gaps, topology). The current classification system, 2000 Mathematics Subject Classification (MSC2000), is a revision of the 1991 Mathematics Subject Classification, which is the classification that has been used by MR and Zbl since the beginning of 1991. MSC2000 is the result of a collaborative effort by the editors of MR and Zbl to update the classification. The editors acknowledge the many helpful suggestions from the mathematical community during the revision process. 00 General 01 History and biography [See also the classification number -03 in the other sections] 03 Mathematical logic and foundations 06 Order, lattices, ordered algebraic structures [See also 18B]

77. Systematik In Der Ehemaligen LARS-Datenbank Differential Equations 35 Partial Differential Equations 39 Finite Differences andFunctional Equations 40 sequences, series, summability 41 Approximations and http://mathlars.mathematik.uni-muenchen.de/systematik.html

Systematik in der ehemaligen LARS-Datenbank Systematik ab 01.01.1991 Systematik bis 31.12.1990 Systematik ab 01.01.1991 SYSTEMATIK (Modifizierte Form der Mathematics Subject Classification der AMS (Stand 1991)) TABLE OF CONTENTS 00 General 01 History and Biography 03 Mathematical Logic and Foundations 04 Set Theory 05 Combinatories 06 Order, Lattices, Ordered Algebraic Structures 08 General Mathematical Systems 11 Number Theory 12 Field Theory and Polynomials 13 Commutative Rings and Algebras 14 Algebraic Geometry 15 Linear and Multilinear Algebra; Matrix Theory 16 Associative Rings and Algebras 17 Nonassociative Rings and Algebras 18 Category Theory, Homological Algebra 19 K-Theory 20 Group Theory and Generalizitations 22 Topological Groups, Lie Groups 26 Real Functions 28 Measure and Integration 30 Functions of a Complex Variable 31 Potential Theory 32 Several Complex Variables and Analytic Spaces 33 Special Functions 34 Ordinary Differential Equations 35 Partial Differential Equations 39 Finite Differences and Functional Equations 40 Sequences, Series, Summability

78. Classification Mathématiques Par Matières 2000 Partial differential equations 37XX Dynamical systems and ergodic theory 39-XX Differenceand functional equations 40-XX sequences, series, summability 41-XX http://www-mathdoc.ujf-grenoble.fr/MSC2000/

La classification mathématique par matières Mathematics Subject Classification Voir ici l'édition Quelques explications généralités interrogations ... comparaison 1991 vs 2000 Recherche simple par mot-clé (en anglais) Entrez un mot-clé en anglais pour obtenir les codes associés. Mot-clé : Cliquez sur une lettre pour engager une recherche à partir de l'index des mots de la classification 2000 (en anglais A B C D ... Z Navigation à travers la MSC 2000 à partir des chapitres principaux 00-XX General 01-XX History and biography 03-XX Mathematical logic and foundations 05-XX Combinatorics 06-XX Order, lattices, ordered algebraic structures 08-XX General algebraic systems 11-XX Number theory 12-XX Field theory and polynomials 13-XX Commutative rings and algebras 14-XX Algebraic geometry 15-XX Linear and multilinear algebra; matrix theory (finite and infinite)

79. Mathematical Subject Classification (1991) sequences, series, summability; 41-XXApproximations and expansions; 42-XX Fourier analysis; 43-XX Abstract http://www-mathdoc.ujf-grenoble.fr/MSC1991/msc.html

La Classification mathématique par matières (version 1991) Vous trouverez d'autres renseignements sur la MSC ici La classification mathématique par matières dite MSC 1991 a été révisée : depuis le 1 er janvier 2000, la version dite MSC 2000 est celle de référence dans l'indexation d'un document mathématique (pour les organes de recension tels Zentralblatt-MATH et les Mathematical Reviews , pour les dépôts sur des bases de prépublications,...). N'utilisez plus la MSC 1991 pour vos articles ou rapports. Cette version est maintenant obsolète. Utilisez la MSC 2000 consultable ici Recherche simple dans la MSC 91 par mot-clé Entrez un mot-clé en anglais pour obtenir les codes associés Mot-clé : Ou cliquez sur une lettre pour trouver via les mots de la classification. A B C D ... Z Navigation dans les chapitres de la MSC 00-XX General 01-XX History and biography 03-XX Mathematical logic and foundations 04-XX Set theory 05-XX Combinatorics

80. Allgemeines 39, Finite Differences Functional Equations. 40, sequences, series, summability.41, Approximations Expansions. 42, Fourier Analysis. 43, Abstract Harmonic Analysis. http://www.aei-potsdam.mpg.de/facilities/public/library/Systematik.html

Systematic Order Astronomy, Astrophysics, Cosmology (AS) Dictionaries, Encyclopedias, Tables Proceedings General Solar Systems, Planets Geophysics Pulsars, Binary Pulsars, NS Large Stellar Systems (galaxies, clusters, superclusters) High-Energy Astrophysics Plasma Astrophysics Cosmology Observational Astronomy Computer Subjects (CS) Reference Proceedings General Hardware Computer Communication Networks Programming Languages Operating Systems Graphical User Interfaces Data Management Software Applications, General Artificial Intelligence Computer Algebra Computer Graphics Image Processing / Visualization Text Editing Word Processing Software Engineering Internet, General Browsers Electronic Mail News Groups WWW Servers Internet / WWW Publishing Theory of Computation Computer Miscellaneous Experimental Methods, Measurements (EX) General Instruments Data Analysis General (AL) Einstein General Science, Philosophy, Politics Collected Works Biographies Reference Books Max-Planck-Gesellschaft Miscellaneous Feminist Literature Dictionaries, Encyclopedias, Tables Proceedings General Gravitational Waves Black Holes Initial Value Problems Exact Sol’s Models of Matter (hydrodyn., thermodyn., elastomech., kin. theory, radiation transport)

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