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Nature of Mathematics | Great ideas and gems of mathematics

Great ideas and gems of mathematics

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Nature of Mathematics | Great ideas and gems of mathematics | natureofmathematics.wordpress.com Reviews
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Nature of Mathematics | Great ideas and gems of mathematics | natureofmathematics.wordpress.com Reviews

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Great ideas and gems of mathematics

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williamtross | Nature of Mathematics

https://natureofmathematics.wordpress.com/author/williamtross

Great ideas and gems of mathematics. Http:/ williamtross.wordpress.com. Mathematics Professor University of Richmond. Posts by Bill Ross:. April 7, 2010. Fermat’s last theorem. Four, five, and six color theorems. What is this course about? Blog at WordPress.com. Blog at WordPress.com. Follow “Nature of Mathematics”. Get every new post delivered to your Inbox. Build a website with WordPress.com.

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Welcome | Nature of Mathematics

https://natureofmathematics.wordpress.com/welcome

Great ideas and gems of mathematics. This blog is a set of notes for a first year seminar course that I’m teaching at the University of Richmond. This course will be a selective historical view of what is mathematics and what do mathematicians really care about. We will ask questions like. Why is proof so important to mathematics? Is mathematics invented or discovered? Who has the burden of proof in a mathematical argument, the author or the reader? Are some proofs better than others?

3

Welcome | Nature of Mathematics

https://natureofmathematics.wordpress.com/2010/04/07/welcome

Great ideas and gems of mathematics. April 7, 2010 by williamtross. This blog is a set of notes for a First Year Seminar. Course that I’m teaching at the University of Richmond. This course will be a selective historical view of what is mathematics and what do mathematicians really care about. We will consider questions such as. Why is the concept of proof so important to mathematics? Is mathematics invented or discovered? Who has the burden of proof in a mathematical argument, the author or the reader?

4

Fermat’s last theorem | Nature of Mathematics

https://natureofmathematics.wordpress.com/lecture-notes/fermats-last-theorem

Great ideas and gems of mathematics. Fermat’s last theorem. 1601 – 1666) was a French lawyer and amateur mathematician who made numerous contributions to mathematics (number theory, geometry, optics) but who is most famous for what did most probably did. Do Around 1637 Fermat was reading the book. By the Greek mathematician Diophantus. The father of algebra). Diophantus was interested in finding. X and y so that A = x y and B = x 2 y 2? Another is: given two integers a and b, are there. And conjectured t...

5

Writings | Nature of Mathematics

https://natureofmathematics.wordpress.com/writings

Great ideas and gems of mathematics. Opinion papers (3 pages = 750 words). We covered several Greeks: Thales, Pythagoras, Euclid, and Archimedes. Each had a unique contribution to mathematics. Who made the greatest? You can make a case for any one of these. Are you really impressed with Cantor’s work? Major papers (8 pages = 2000 words). RSA public key cryptography. The mathematics of spying. The Van Meegren art forgeries. Write an expository paper on some topic not covered in this course. I”ll...Build a...

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Math Education Readings - MathEd Studies

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My notes on research methods and studies in teaching and learning mathematics. Proofs and Refutations: The Logic of Mathematical Discovery. A Mathematician’s Apology (Canto). What is mathematics for. 18 Unconventional Essays on the Nature of Mathematics. The Best Writing on Mathematics 2010. The Best Writing on Mathematics 2011. Theories of Mathematics Education: Seeking New Frontiers (Advances in Mathematics Education). By Lyn English, B. Sriraman. Site) classified according major theories.

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Great ideas and gems of mathematics. April 7, 2010 by williamtross. This blog is a set of notes for a First Year Seminar. Course that I’m teaching at the University of Richmond. This course will be a selective historical view of what is mathematics and what do mathematicians really care about. We will consider questions such as. Why is the concept of proof so important to mathematics? Is mathematics invented or discovered? Who has the burden of proof in a mathematical argument, the author or the reader?

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