More Vi Hart doodles, this time exploring number theory.
Posts Tagged ‘number theory’
Vi Hart – Doodling in Math: Sick Number Games
Posted in resources, tagged doodling, number theory, Vi Hart on December 16, 2010 | 1 Comment »
Mathematical Problems and Proofs: Combinatorics, Number Theory, and Geometry
Posted in resources, tagged Branislav Kisacanin, combinatronics, geometry, Mathematical Problems and Proofs, number theory on September 11, 2010 | Leave a Comment »
Our September 18th speaker, Dr. Branislav Kisacanin, is an accomplished author. His book, Mathematical Problems and Proofs, has enjoyed very favorable reviews on Amazon: This is a very interesting book. If you have mastered the bare essentials of set theory (through the upside down A for “for all” and the backwards E for “there exists”), [...]
Nature by Numbers Movie
Posted in resources, tagged number theory on June 12, 2010 | Leave a Comment »
This is a particularly beautiful movie showing how famous series from Number Theory underlie much of the structure in nature. Information about the theory behind the movie is available here.
Math Pays Again: American wins $1 million math prize
Posted in News, tagged Abel Prize, John Tate, number theory, UT Austin on March 25, 2010 | Leave a Comment »
A professor in the University of Texas system has received a significant and lucrative honor: American wins $1 million math prize Texas professor receives Norway’s Abel Prize for work in number theory OSLO, Norway – An American professor at the University of Texas at Austin has won the 6 million kroner ($1 million) Abel Prize [...]
Arthur Benjamin – Discrete Mathematics
Posted in resources, tagged Arthur Benjamin, combinatorics, discrete mathematics, graph theory, number theory, Teaching Company on September 23, 2009 | Leave a Comment »
A good friend of the Metroplex Math Circle, Dr. Arthur Benjamin, has just released a new lecture course through the Teaching Company titled “Discrete Mathematics.” We have our pre-ordered copy and its seems to have the unique combination of humor and depth that we know from Dr. Benjamin’s excellent “mathemagic” presentations. For any students just [...]
“Hairy Circles” – Recap
Posted in meeting, tagged Collatz Conjecture, digraph, number theory, Paul Stanford on October 26, 2008 | Leave a Comment »
Dr. Paul Stanford departed from our recent lectures on applied mathematics and contest preparation to give our students a glimpse into the fascinating world of pure mathematics. Dr. Stanford is particularly skilled at teaching deep ideas without the need to resort to complex algebra, I’ll attempt in this recap to do his lecture a small [...]
Happy October 23
Posted in resources, tagged number theory, Paul Stanford on October 23, 2008 | Leave a Comment »
What is so special about October “23″? Well, as Dr. Paul Stanford has proven in his lectures there are interesting facts about every number! Here is what he has to say about the number 23. If you have any other facts to add or if you see any mistakes in my transcription of Dr. Stanford’s [...]
Dr. Bennette Harris Recap
Posted in meeting, resources, tagged Bennette Harris, data encryption, modular arithmetic, number theory on October 2, 2008 | Leave a Comment »
The second lecture of the season provided lessons in both applied mathematics and number theory. Dr. Bennette Harris began with an easy to follow introduction to binary and computer operations including XOR. He then defined the terms “encoding” and “encryption” and gave several examples of early encryption methods. Dr. Harris described the difference between “strong” [...]
Dr. Bennette Harris – Problem Set 2
Posted in meeting, tagged Bennette Harris, cryptography, data encryption, decryption, number theory, problems on September 25, 2008 | Leave a Comment »
Here is the continuation of Dr. Bennett Harris’ problems to warm us up before his lecture on September 27th. Congratulations to Dominic for being the first to answer the previous set of problems in the comments. Another happy discovery is the fact that WordPress, which hosts this site, supports the use of code! Problems A [...]
