Wolfram Mathematical Explorer Products
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Mathematical Explorer
*What Is Mathematical Explorer?
<Topics from Mathematical Explorer
*Prime Numbers
*Calculus
*Computing Pi
*Square Wheels
*Check Digits
*Secret Codes
*Puzzles
*Exploring Escher Patterns
*Roses
*Turtle Fractalization
*Patterns in Chaos
*Fermat's Last Theorem
*The Riemann Hypothesis
*Unusual Number Systems
*The Four-Color Theorem
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Topics from Mathematical Explorer

Where will the journey of exploration take you? These excerpts will give you a sense of the range of topics appearing in Mathematical Explorer. Some of these topics date back to the ancient Greeks, and some touch on the newest fields within mathematics. Every section comes with a historical introduction, biographies of relevant mathematicians, questions and answers, notes, and references for further exploration

Prime NumbersPrime Numbers 
The Mysterious and Beautiful Sequence for 2, 3, 5...
Calculus Calculus
The Constancy of Change
Formulas for Computing Pi Formulas for Computing Pi 
The Never-Ending Quest for More Digits
Square Wheels 
The Bizarre World of Wheels
Square WheelsThe Power of Check Digits 
Modular Armithmetic, Symmetries, and Group Theory
Secret CodesSecret Codes 
The Mathematics behind Disguising Secrets
Recreational MathematicsRecreational Mathematics 
Puzzles Old and New
Exploring Escher Patterns 
Playing with Periodicity
Exploring Escher PatternsVarieties of Roses 
Where Mathematics and Art Cross
Turtle FractalizationTurtle Fractalization 
Turtle Geometry, Fractals, and Space-Filling Curves
Patterns in ChaosPatterns in Chaos 
The Feigenbaum Discovery
Fermat's Last TheoremFermat's Last Theorem 
Diophantine Equations and the Most Famous Problem in Mathematics
Riemann HypothesisThe Riemann Hypothesis 
The Most Important Unsolved Problem in Mathematics
Unusual Number SystemsUnusual Number Systems 
The Quest for a Better Number System
The Four-Color TheoremThe Four-Color Theorem 
Can Computers Prove Theorems?


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