- Abstract Algebra Online: This site
contains many definitions and theorems from an abstract algebra course based on the books:
Abstract Algebra, Second Edition, by John A. Beachy and William D. Blair; Waveland
Press, P.O. Box 400, Prospect Heights, Illinois, 60070 and Abstract Algebra II, by
John A. Beachy Copyright 1996, 160 pages; available in postscript format.
- Group Pub Forum Home Page: This
web site acts as a clearing house for information about Group Theory. It main
feature, the mailing list email@example.com
is for the discussion of any aspect of Group Theory. The reason for the name is that the
spirit is supposed to be that of a conversation in a pub at a Group Theory conference.
- Multidimensional Analysis:
This page gives a brief introduction to Multidimensional Analysis, a generalization of
linear algebra which incorporates ideas from dimensional analysis, useful to science and
- Dodecahedral Faces of M12
- Fixed Point Theory
on the Web: Do we need to add something else?
- Global Analysis Research Center:
The Global Analysis Research Center (GARC) was initiated in 1991 as one of the Science
Research Center funded by the Korea Science and Engineering Foundation (KOSEF), and it was
given an mark by KOSEF at its first
three year evaluation in 1993.
- Differential Equations Resource
Center: The aim of Differential Equations Resource Center to become the place where
teachers and students of differential equations look first for the latest
- Interactive Real Analysis and Advance
Calculus: An online, interactive textbook for Real Analysis or Advanced Calculus in
one real variable. It deals with sets, sequences, series, continuity, differentiability,
integrability (Riemann and Lebesgue), topology, and more.
- Unified Analysis - papers that explore a new point
of view on the calculus, inspired by the realization that a stronger
definition of the limit can banish divergence from the logical foundations of the subject.
- On Convex and
Subharmonic Functions - written by Ela-Chaim Cunzer, a victim of the Holocaust, in
- Chaotic Dynamics of f(x) = cxe^x
and f(x) = x^2 + c - includes fractal images, with a link to one
animated, mathematical development of the function f(x) = cxe^x.
Geometry and Topology
- Geometry and
the Imagination: A collection of handouts for a two-week summer workshop entitled
'Geometry and the Imagination', led by John Conway, Peter Doyle, Jane Gilman and Bill
Thurston at The Geometry Center in Minneapolis,
June 17-28, 1991.
- The Geometry Center: Center for the computation
and visualization of geometric structures. Take also a look at the Gallery of Interactive Geometry.
- Research Papers in Geometry:
Scientific papers written at the Geometry Center that use the unique aspects of hypertext
to present information in a non-linear fashion. Many of these include movies or
- On Euclid's Fifth
Postulate: al-Haytham's Innovative "Proof"; and Omar Khayyam's Response: A
brief history of the postulate, the inventive "proof" by Ibn al-Haytham, and
Omar Khayyam's comments upon its validity.
- Virtual Polyhedra: A
growing collection of over 850 virtual reality polyhedra for you to explore.
- Hopf Topology Archive: The Hopf archive is a
preprint server for papers in algebraic topology.
- Geometry and Topology Address
Book: This menu offers searchable Web and WAIS access to the list of email addresses
in geometry and topology maintained by Andrew Nicas and others.
- Center for Geometry Analysis Numerics and Graphics
(GANG): An interdisciplinary Differential Geometry research team in the Mathematics
Department, College of Natural Sciences and Mathematics, at the University of
- Topology Atlas: A multipurpose center
for electronic distribution of information related to topology.
- Geometry in Action: This page
collects various areas in which ideas from discrete and computational geometry (meaning
mainly low-dimensional Euclidean geometry) meet some real world applications.
Knot Square: A collection of knots and links, viewed from a (partly) mathematical
- http://bianchi.umd.edu: A galleries of surfaces and
History of Mathematics
Number Theory and Fermat Last Theorem
- The Mathematics of Fermat's Last
Theorem: Presents an overview of some of the mathematics that has either been
developed over the years to try to solve the problem (directly or indirectly) or else
which has been found to be relevant.
Last Theorem: An Introduction to the History of Fermat's Last Theorem.
- Elliptic Curves:
A collection of links on research articles on elliptic curves and related topics
(applications, modular forms, FLT).
- Some History of the
Shimura-Taniyama Conjecture: In this paper Serge Lang deal specifically with the
history of the conjecture which asserts that every elliptic curve over Q (the field
of rational numbers) is modular.
- Mersenne Primes: History,
Theorems and Lists: A site dedicated Marin Mersenne, a French Mathematician from the
16th century. In this site you find a recounts the history of Mersenne primes, notes about
the search of Mersenne Primes and why they are important in mathematics and cryptography.
- Algebraic Number Theory
Archives: The preprint archives for papers in Algebraic Number Theory and Arithmetic
Resources in Mathematics
- Differential Equations: A
Resource Center in aimed to become the place where teachers and students of Differential
Equations look first for the latest information.
- The Integrator: Symbolic computation of
Amortrix is a table manipulation program created to help students quickly understand the
properties of amortization tables and matrices.
- Scientific Notebook:
The latest system for creating and reading scientific documents on your computer and over
- Carlson's Fractal Gallery
- Mathematical Resources on the Web
- The Math Forum: Resources for
elementary to high school teachers and students.
- Ask Dr. Math: If you have
a question related to math between kinder and college, just ask Dr. Math.
- Go Math: If you are a Math student at High School,
GoMath is for you. This site provides lesson schedules, discussions, bulletin boards and
an online library of resources for high-school students learning math. You will also find
links to high-school pages on the Internet.
- Birkhauser Boston: A branch of Birkhäuser
Verlag is an international publisher with offices in Basel, Switzerland; Boston, USA; and
- Springer Verlag New York: Since 1842,
throughout the scientific world, Springer-Verlag has established a reputation as a
publisher of outstanding books and journals.
- Link (Springer) A new information service that
the science publisher Springer has created for the Internet.
- Springer. Mathematics books from the German
- Cambridge University Press: The New York Branch of this
- Oxford University Press: Oxford University Press is
the world's largest university press.
- Academic Press: is one of the largest commercial
publishers in the United States for scientific information, and is known throughout the
international scientific community.
- Princeton University Press: The fundamental
mission of Princeton University Press is to disseminate scholarship (through books,
journals, and in the future, electronic media) both within academia and to society at
- McGraw-Hill Companies They are one of
the largest global educational publishers, selling books, multimedia and learning programs
in all major academic disciplines to the primary, secondary, higher education,
professional and English language teaching markets throughout the world.
- Marcel Dekker, Inc: Publishing quality and timely
information for the Scientific, Medical and Technical Community throughout the
- SIAM: The Society for Industrial and Applied
- John Wiley & Sons, Inc.: John Wiley & Sons,
Inc., develops, publishes, and sells products in print and electronic media for the
educational, professional, scientific, technical, medical, and consumer markets worldwide.
- CRC Press: They are leading publishers of
essential information for the global scientific, business, professional, and technical
- Thomson Publishers and Imprints: A group of
Publisher which includes among others Brooks/Cole, Chapman & Hall, PWS Publishing Company, TCI Software Research, Wadsworth Publishing Co.
- Adisson Wesley Longman: A leading publisher in the
World. Go directly to: http://www2.awl.com/corp/.
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