Last
Updated: 03/06/01
Contact: Julie Guelich
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University of Minnesota
Institute of Technology
Department of Mathematics
Undergraduate Mathematics
Department of Computer Science and Engineering
Geometry Center
University College
Information Technology Programs
MAA -- Mathematical Association of
America
AMS -- American Mathematical
Society
AMATYC --
American Mathematical Association of Two Year Colleges
MinnMATYC -- Minnesota
Mathematical Association of Two Year Colleges
The Math Forum
SciMathMN
NCTM -- National Council of
Teachers of Mathematics
Project Gutenberg
Many of these files are very large and will take a while to download from the
Project Gutenberg Archives. Compressed (zip format) files are available from the
Official and Original Project Gutenberg Web Site (http://promo.net/pg).
Flatland: A
Romance of Many Dimensions (213 kB)
The Second
Story of Meno [A Socratic
Dialogue Proving the Square Root of 2 Irrational] (41 kB)
32nd Mersenne
Prime (236 kB)
e to One Million
Digits (1025 kB)
PI to One
Million Digits (1362 kB)
1 Divided by
PI to One Million Digits (996 kB)
Catalan's
Constant [Ramanujan's Formula] to 300000 decimals (313 kB)
Catalan's
Constant [Ramanujan's Formula] to 1500000 decimals (1532 kB)
Factorials
(some) From 1 to 100,000 (250 kB)
First 1000
Fibonacci Numbers (153 kB)
First 100,000
Prime Numbers (814 kB)
Golden ratio
to 20000 Digits (261 kB)
Golden Ratio
to One Million Digits (999 kB)
Square Root
of 2 to Five Million Digits (5016 kB)
Square Root of
2 to One Million Digits (1166 kB)
Square Root of
3 to One Million Digits (1012 kB)
Square Root of
5 to One Million Digits (1000 kB)
Square Root of
6 to One Million Digits (1000 kB)
Square Root of
7 to One Million Digits (1000 kB)
Square Root of
8 to One Million Digits (1000 kB)
Square Root of
10 to One Million Digits (1000 kB)
Miscellaneous
Mathematics Constants (456 kB)
Flexagons
Hexaflexagons
The Live Artificial Life Page
The Pavilion of Polyhedrality
Fractal Pictures and Animations
Mathematics Archives - Images and
Mathematics
Rubik's Cube (Java Applet --
Self solving)
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