61. Lemmermeyer, Franz Bilkent University. algebraic number theory, elliptic curves. Papers, lecture notes, texts. http://www.fen.bilkent.edu.tr/~franz/

Franz Lemmermeyer Visiting associate professor Department of Mathematics Office: FEN 116 Telephone 1265 Spring 2004 Algebraic Geometry Introduction to plane algebraic curves; sheaves; schemes. Topics in Algebraic Geometry Arithmetic of elliptic curves Number Theory Seminar Galois Theory Past Fall 1996 - Fall 2003 Publications Stolen Books My mathematical ancestors In the past, I also was working in the USSA , a member of the AMS, a member of the MAA, a reviewer for Math. Reviews Links A Collection of Lecture Notes My Elliptic Curves page HD-home

62. Claus Fieker Technische Universit¤t Berlin. algebraic number theory; computational class field theory; the KANT computer algebra system. http://www.math.tu-berlin.de/~fieker/

Claus Fieker Address: School of Mathematics and Statistics, F07 University of Sydney NSW, 2006 Australia phone: +61-2-9351 5795 fax : +61-2-9351 4534 email: claus AT maths.usyd.edu.au Research Interests: Algebraic Number Theory Computational Class Field Theory Computer Algebra MAGMA and KANT Newly: computational mirco biology with my wife Michelle Publications Last modified: Fri Mar 12 19:03:03 MET DST 2004

63. NUMBER THEORY CENTRES Cambridge University Cardiff Number Theory Centre The Durham Geometry and Arithmetic Group North of England algebraic number theory Group Number Theory at http://www.maths.uq.edu.au/~krm/ntw/N2.html

Number theory centres A B C E ... U Australia The University of Sydney number theory seminar Macquarie University Austria Number theory at the University of Vienna Number Theory Group, University For Natural Resources, Vienna Kommutative Algebra und Zahlentheorie Belarus Department of Number Theory , Institute of Mathematics of the National Academy of Sciences of Belarus Belgium Number Theory and Algebraic Geometry Seminar, KUL-RUG UCL Crypto Group Brazil Canada The Canadian Number Theory Association The Number Theory Research Group at the University of British Columbia Algebra, Number Theory and Cryptography research group, University of Calgary Centre for Information Security and Cryptography (CISaC), University of Calgary Number Theory Research Group at CICMA Algebra and Number Theory Group at Queens University, Kingston, Ontario, Canada Number Theory Research Group at McGill Algebra/Number Theory Seminar , McMaster University Pacific Institute for the Mathematical Sciences (PIMS) Centre for Applied Cryptographic Research , University of Waterloo The University of Toronto Number Theory/Representation Theory Seminar 2003/2004 China Number Theory in Shandong University Croatia Seminar on Number Theory and Algebra , University of Zagreb European Community Arithmetical Algebraic Geometry Galois Theory and Explicit Methods in Arithmetic (GTEM) Finland Number Theory Group , Oulu Number Theory Group , University of Turku France Bordeaux Caen: SDAD Clermont-Ferrand : Grenoble: Members Lille: Limoges: Luminy: Lyon: Nancy: Montpellier Paris Paris VI/VII:

64. MATH 814, Algebraic Number Theory MATH 814, algebraic number theory. JS Milne, algebraic number theory These notes are obviously attractive because of their free online availability. http://www.math.sfu.ca/~nbruin/math814/

MATH 814, Algebraic Number Theory Hours, Location and office hours Lectures: Monday, Wednesday, 10:30 - 12.20 in Room SSC 8660 First lecture is Monday, January 12. Instructor: Nils Bruin office: K10516 phone: 604-291-3794 Office hours: Monday, Wednesday, 1:30 - 2:30 in my office K10516 or when available Suggested reading and Outline Suggested books: Daniel A. Marcus, Number Fields , Springer Verlag 1977 A nice book. It develops the theory from first principles and only uses basic algebra. This sometimes makes the exposition unnecessarily involved. It has a great set of exercises and we will be using a lot of these for the assignments. Unfortunately, the book is out of print, so it is a bit hard to come by. J.S. Milne, Algebraic Number Theory These notes are obviously attractive because of their free online availability. I would recommend downloading and printing a set of these and use them as a first reference. You may also be interested in other texts Milne has on his web page http://www.jmilne.org/math/index.html J. Neukirch, Algebraic Number Theory , GMW 332, Springer Verlag 1999 (translated from the 1992 German original) Very good and complete reference text. The author's approach is a bit heavy-handed at points, but if you can make it through, you will get a lot out of it. Covers much more than we will be able to do in the course.

65. Number Theory gerth@math.utexas.edu) algebraic number theory, including class numbers, class groups, discriminants, class field theory, density theorems, Iwasawa theory. http://www.ma.utexas.edu/users/voloch/numberthy.html

Number Theory at the Mathematics Dept. of the University of Texas Permanent faculty in Number Theory, and their fields of interest. Frank Gerth gerth@math.utexas.edu ): Algebraic number theory, including class numbers, class groups, discriminants, class field theory, density theorems, Iwasawa theory. John Tate tate@math.utexas.edu ): Algebraic Number Theory (local and global fields), Class Field Theory, Galois cohomology, Galois representations, L-functions and their special values, modular forms, elliptic curves and abelian varieties. Jeffrey Vaaler vaaler@math.utexas.edu ): Analytic number theory, Diophantine approximation and the geometry of numbers in local and global fields, Diophantine inequalities, polynomials, effective measures of irrationality and transcendence, applications of Fourier analysis in number theory, inequalities and extremal problems. villegas@math.utexas.edu ): Special values of L-functions (Birch-Swinnerton-Dyer and Bloch-Beilinson conjectures), arithmetic of elliptic curves, modular forms, Mahler measure of polynomials. Felipe Voloch ): Arithmetic of function fields. Diophantine geometry over function fields. Geometry of algebraic curves. Algebraic varieties over finite fields. Modular forms, elliptic curves and abelian varieties. Finite fields and applications to coding theory and cryptography.

66. UR Department Of Mathematics - Naomi Jochnowitz University of Rochester. algebraic number theory, modular forms, padic modular forms. http://www.math.rochester.edu/people/faculty/what/

Naomi Jochnowitz Department of Mathematics University of Rochester Rochester, NY 14627 Office: Hylan 1003 Fax: (716) 244-6631 E-mail: what@math.rochester.edu Research Interests Algebraic number theory, modular forms, p-adic modular forms.

67. Algebraic Number Theory Fall Semester, 2004. Course Title Topics in Number Theory, algebraic number theory. Unique Number M390C (58965). Time and place TTh http://www.ma.utexas.edu/users/voloch/algnoth.html

Fall Semester, 2004 Course Title: Topics in Number Theory, Algebraic Number Theory Unique Number: M390C (58965) Time and place: TTh 9:30-11:00 RLM 9.166 Instructor: Felipe Voloch Brief description: This course will cover the basic theory of Algebraic Number Fields and Function Fields, their rings of integers and the basic theorems of unique factorization into prime ideals, finiteness of class number and Dirichlet's unit theorem. We will take the approach of Artin and Whaples and give an axiomatic characterization of Number Fields and Function Fields. Here is their original paper Prerequisite: Graduate Algebra Textbook: None. But here is a long list of lecture notes on number theory, some of which are relevant. This page has been visited times since March 19th, 2004 .

68. Midwest Algebraic Number Theory Day University of Illinois at Chicago; 18 April 1998. http://raphael.math.uic.edu/~jeremy/mwants.html

Midwest Algebraic Number Theory Day Saturday, April 18, 1998 University of Illinois at Chicago Midwest Algebraic Number Theory Day Program David Goss (OSU) Analytic continuation of integrals in characteristic p Sharon Brueggeman (UIUC) Number Field Extensions with little ramification Romyar Sharifi (UChicago) Norm Residue Symbols and Conductors Coffee Break Nigel Boston (UIUC) Just-infinite pro-p groups and the Fontaine-Mazur conjecture. Junda Hu (UIC) Specialization of the logarithmic Dolbeaux complex Niranjan Ramachandran (UMichigan) Examples of Mixed Motives of Varieties Coffee Break Michael Larsen (UMissouri) T-adic Lie groups and algebraic groups in characteristic p Location The meeting will take place in room 600 of of the Science and Engineering Office Building (SEO) at the University of Illinois at Chicago. Directions to Campus are available on the university web page at www.uic.edu/depts/paff/glance/travel.html (You want EAST SIDE! Note: SEO is located in the southwestern corner of (EAST) campus, at the corner of Taylor and Morgan streets. General Info There are many restaurants on Taylor street, west of the math department, for those who want to eat lunch before the meeting.

69. Private Page Berge University Bordeaux. algebraic number theory and geometry of numbers. Publications, recent work, and links. http://www.math.u-bordeaux.fr/~berge/

phone: +33-5-56-84-61-31 (From France : 05-56-84-61-31) fax : +33-5-56-84-69-50 (From France : 05-56-84-69-50) berge@math.u-bordeaux.fr Laboratoire A2X 33405, Talence cedex France Math-info, bibli I am a Mathematics professor at the University Bordeaux 1. My general field of research is number theory. After working for several years on algebraic number theory (Galois module structures, regulators and discriminants), I am presently interested in geometry of numbers. Links to WEB pages of some mathematicians working on lattices and coding theory. Christine Bachoc Richard Borcherds Renaud Coulangeon Noam Elkies ... P. H. Tiep Publications Liste des publications. Format dvi postscript Recent work Perfect Lattices having a prescribed perfect section with the same norm. Classification of positive forms having prescribed automorphisms, Contemporary Mathematics, Volume 249 (1999), 199204. Symplectic lattices, Contemporary Mathematics, Volume 272 (2000), 922. J. Th. Nombres Bordeaux, Volume 12, (2000), 281291. Symmetric Groups and Lattices (avec J. Martinet)

70. Suggested Readings In Algorithmic Number Theory computer science SerNo 1423 Status HERE Editor Cassels, JWS (John William Scott) ed. / Frölich, Albrecht ed. Title algebraic number theory; proceedings of http://www.msri.org/local/library/reading_lists/0001-ant.html

Suggested readings in Algorithmic number theory This list was provided by the organizers of the Fall 2000 program in Algorithmic number theory.

71. Algebraic Number Theory next up previous Next About this document Up References Previous Analytic Number Theory algebraic number theory. (G = Global http://math.dartmouth.edu/graduate-students/syllabi/graduate-syllabi/number-theo

Next: About this document ... Up: References: Previous: Analytic Number Theory Algebraic Number Theory (G = Global; L = Local) (L) Artin: Algebraic Numbers and Algebraic Functions (G,L) Cassels, Frohlich: Algebraic Number Theory (G,L) Golstein: Analytic Number Theory (Chapters 1-6) (G,L) Janusz: Algebraic Number Fields (G) Lang: Algebraic Number Theory (G) Marcus: Number Fields (G) Ribenboim Algebraic Numbers (L) Weiss: Algebraic Number Theory root

72. Algebraic Number Theory: next up previous Next Global Theory Up Number Theory Previous Analytic Number Theory algebraic number theory Global Theory Local Theory root 199812-03. http://math.dartmouth.edu/graduate-students/syllabi/graduate-syllabi/number-theo

Next: Global Theory: Up: Number Theory Previous: Analytic Number Theory: Algebraic Number Theory: Global Theory: Local Theory: root

73. Dr Chris F. Woodcock University of Kent at Canterbury. Commutative algebra, algebraic geometry and algebraic number theory; padic analogues of classical functions and their applications in number theory. http://www.kent.ac.uk/ims/people/cfw/index.htm

Home Research Teaching People ... Contacts Dr Chris F. Woodcock Senior Lecturer in Pure Mathematics Pure Mathematics Group Publications Personal Page Room Telephone internal external +44 1227 Email C.F.Woodcock@ukc.ac.uk For a valid email address add @kent.ac.uk Interests: Commutative algebra, algebraic geometry and algebraic number theory; p-adic analogues of classical functions and their applications in number theory. Institute of Mathematics, Statistics and Actuarial Science Contact the IMSWebmaster Last Updated: 6 January, 2004 10:54 Web Address: document.write(document.URL);

74. Seminar On Number Theory And Algebra Recommended readings Graduate courses Number Theory in Cryptography (A. Dujella) (2003/2004); Introduction to algebraic number theory (I. Gusic) (2002/2003); http://www.math.hr/~duje/semeng.html

Croatian Seminar on Number Theory and Algebra University of Zagreb When: Wednesday 10:15 - 11:45 Where: Department of Mathematics, room 201 Leaders of the seminar: Andrej Dujella , Associate Professor, Department of Mathematics , Zagreb Ivica Gusic , Associate Professor, Faculty of Chemical Engineering and Technology , Zagreb Members of the seminar: Dragutin Svrtan , Professor, Zagreb Andrej Dujella , Associate Professor, Zagreb Ivica Gusic , Associate Professor, Zagreb Boris Sirola , Assistant Professor, Zagreb Borka Jadrijevic , Assistant Professor, Split Zrinka Franusic , Assistant, Zagreb Alan Filipin , graduate student, Zagreb Mirela Jukic , graduate student, Osijek Ana Jurasic , graduate student, Rijeka Matija Kazalicki , graduate student, Zagreb Danijel Kopcinovic , graduate student, Zagreb Marcel Maretic , graduate student, Zagreb Mirta Mataija , graduate student, Rijeka Vinko Petricevic , graduate student, Zagreb Petra Tadic , graduate student, Zagreb Next seminar: Petra Tadic: Rank of elliptic curves over Q T June 9, 2004 at 10:15 Previous seminars: Recommended readings Graduate courses: Number Theory in Cryptography (A. Dujella) (2003/2004)

75. Hisao TAYA -Math. Lab. GSIS Tohoku Univ.- English Tohoku University. algebraic number theory, Iwasawa theory. http://www.math.is.tohoku.ac.jp/~taya/index-e.html

Division of Mathematics, Graduate School of Information Sciences, Tohoku University English Japanese Welcome to HISAO TAYA's Home Page !! Research Interest List of Papers My Vita Home Page of Div. of Math., GSIS, Tohoku University ... Home Page of Mathematical Institute, Tohoku University Graduate School of Information Sciences, Tohoku University, Aramaki-Aza-Aoba 09, Aoba-ku, Sendai 980-8579, JAPAN TEL:+081-22-217-4638, FAX:+081-22-217-4654 E-mail: taya@math.is.tohoku.ac.jp Hisao TAYA

76. Algebraic Number Theory Resources algebraic number theory resources. Recommended References. see index for total category for your convenience Best Retirement http://futuresedge.org/mathematics/Algebraic_Number_Theory.html

Algebraic Number Theory resources. Recommended References. [see index for total category] for your convenience: Best Retirement Spots Web Hosting ULTRAToolBox Resources on Diet and Nutrition Pain Relief Allergies Tech Refresh , and finally - a must check - Mediterranean diet Discovery. Algebraic Number Theory applications, theory, research, exams, history, handbooks and much more Introduction: Introduction to Intersection Theory in Algebraic Geometry: Number Fifty-Four by William Fulton Fermat's Last Theorem: A Genetic Introduction to Algebraic Number Theory (Graduate Texts in Mathematics, 50) by Harold M. Edwards Introduction to Algebraic and Abelian Function by Serge Lang Introduction to Arakelov Theory by Serge Lang Introduction to Algebraic Independence Theory (Lecture Notes in Mathematics, 1752) by Yuri V. Nesterenko Introduction to Cyclotomic Fields (Graduate Texts in Mathematics, 83) by Lawrence C. Washington Introduction to Elliptic Curves and Modular Forms (Graduate Texts in Mathematics, Vol 97) by Neal Koblitz Fermat's Last Theorem: A Genetic Introduction to Algebraic Number Theory (Graduate Texts in Mathematics) by H. M. Edwards

77. Abramovich, Dan Boston University. algebraic number theory group and topology. Pictures, research papers, notes, transparencies. http://math.bu.edu/INDIVIDUAL/abrmovic/index.html

78. Pietro Cornacchia's Home Page University of Pisa. algebraic number theory ideal class groups for cyclotomic fields, and Ktheory of the rings of integers of an abelian number field. http://www.dm.unipi.it/pages/cornac/public_html/cornacchia.html

I am a graduate student in Mathematics at University of Pisa. I like traveling, the mountains and riding my motorbike. My field of interest is Algebraic Number Theory. In particular, I am interested in the structure of the ideal class groups for cyclotomic fields, and the K-theory of the rings of integers of an abelian number field. Some interesting mathematical links: AMS Cyclotomic fields VSG Algebraic Number theory archives K-theory archives ... UMI Other links: Altavista (search engine) Italian newspapers Meteo Works: The parity of the class number of the cyclotomic fields of prime conductor Proceedings of the AMS, (1997) n. 11, 3163-3168. Anderson's module for cyclotomic fields of prime conductor, Journal of Number Theory. Fitting ideals of class groups in a p extension, submitted. The 2-ideal class groups of Q submitted. Fitting ideals of class groups of real fields , with Cornelius Greither, submitted. Fitting ideals for e'tale and algebraic K-gropus of number rings , with Paul Arne Ostvaer, in preparation. If you want to contact me, feel free to drop me a

79. Algebraic Number Theory - Course Details - Computing - Imperial College London device. algebraic number theory. Lecturer A An introduction to algebraic number theory, with emphasis on quadratic fields. In such fields http://www.doc.ic.ac.uk/teaching/coursedetails/M3P15

Skip over navigation Quick Navigation Imperial home page A-Z of Departments Courses Research Alumni Faculty of Engineering Faculty of Life Sciences Faculty of Medicine Faculty of Physical Sciences Business School Spectrum (restricted to College users) People finder Help Note: Your browser does not support javascript or you have javascript turned off. Although this will not affect your accessibility to the content of this site, some of the advanced navigation features may not be available to you. Home Teaching Course Details Algebraic Number Theory Note: Some of the graphical elements of this site are only visible to browsers that support accepted web standards . The content of this site is, however, accessible to any browser or Internet device. Algebraic Number Theory Lecturer: A Skorobogatov homepage For course notes click on the lecturers homepages. An introduction to algebraic number theory, with emphasis on quadratic fields. In such fields the familiar unique factorisation enjoyed by the integers may fail, but the extent of the failure is measured by the class group. The following topics will be treated with an emphasis on quadratic fields : Field extensions, minimum polynomial, algebraic numbers, conjugates and discriminants, Gaussian integers, algebraic integers, integral basis, quadratic fields, cyclotomic fields, norm of an algebraic number, existence of factorisation.

80. Algebraic Number Theory algebraic number theory MAS 6215 (15287) Spring 2004. Instructor Dr. Klingler Office SE 228 Phone (561) 2973257 Email klingler@fau.edu Course Links http://www.math.fau.edu/Klingler/spring04/alg-num-theory/home.html

Algebraic Number Theory MAS 6215 (15287) Spring 2004 Instructor: Dr. Klingler Office: SE 228 Phone: Email: klingler@fau.edu Course Links: Syllabus Homework Assignment #1 (Due on Friday, 1/16/04). Homework Assignment #2 (Due on Friday, 1/30/04). Homework Assignment #3 (Due on Friday, 2/13/04). Homework Assignment #4 (Due on Friday, 2/27/04). Homework Assignment #5 (Due on Friday, 3/19/04). Homework Assignment #6 (Due on Friday, 4/02/04). Homework Assignment #7 (Due on Friday, 4/16/04).

Page 4     61-80 of 172    Back | 1  | 2  | 3  | 4  | 5  | 6  | 7  | 8  | 9  | Next 20