morrisville.aopsacademy.org
School - About AoPS Academy
http://morrisville.aopsacademy.org/school/about
AoPS Academy Morrisville Campus. Log In / Join. Schedule a free consultation and assessment of your child's readiness for AoPS Academy. Click here to schedule. Have a question about our school? Meet Some AoPS Alumni. A two-week summer program for high school students designed to bridge the gap between computational and proof-based mathematics. Was published by the Mathematical Association of America in 2016, and will be a staple in future top students' libraries. Juan Carlos Ortiz Rhoton. AoPS Academy dr...
vienna.aopsacademy.org
School - About AoPS Academy
http://vienna.aopsacademy.org/school/about
AoPS Academy Vienna Campus. Log In / Join. Schedule a free consultation and assessment of your child's readiness for AoPS Academy. Click here to schedule. Have a question about our school? Meet Some AoPS Alumni. A two-week summer program for high school students designed to bridge the gap between computational and proof-based mathematics. Was published by the Mathematical Association of America in 2016, and will be a staple in future top students' libraries. Juan Carlos Ortiz Rhoton. AoPS Academy draws s...
mathweb.scranton.edu
Lehigh Valley ARML | Ken Monks
http://mathweb.scranton.edu/ken/homepage/coaching/lehigh-valley-arml-how-to-prepare
Math 102: Fundamentals of Numerical Mathematics. Math 479: The Art of Problem Solving. Graduate School in Mathematics. Summer Research and Internship Opportunities in Mathematics. Since 2004 I have been assisting Don Davis with coaching the Lehigh Valley ARML team. We have won four national championships and have become one of the dominant high school math teams in the nation. A Guide for Students. 1 Things to Do at Home. At the end of most practices you will be given a packet of solutions to the ARML co...
mathematicalgemstones.com
Mathematical Gemstones | On the quest for mathematical beauty and truth | Page 2
http://www.mathematicalgemstones.com/page/2
On the quest for mathematical beauty and truth. Skip to primary content. Skip to secondary content. Newer posts →. The Springer Correspondence, Part III: Hall-Littlewood Polynomials. March 17, 2015. This is the third post in a series on the Springer correspondence. See Part I. DeclareMathOperator{ Frob}{Frob} widetilde{H} mu(X;t):= Frob t(H ast( mathcal{B} mu) = sum {d ge 0}t d Frob(H {2d}( mathcal{B} mu) $ encodes all of the data determining this ring as a graded $S n$-module. The symmetric function...
mathematicalgemstones.com
Pearl | Mathematical Gemstones
http://www.mathematicalgemstones.com/topics/gemstones/pearl
On the quest for mathematical beauty and truth. Skip to primary content. Skip to secondary content. Some high school level mathematics background would be useful for understanding these posts, but it aims to be accessible to the layperson. What do Schubert curves, Young tableaux, and K-theory have in common? January 18, 2016. In a recent and fantastic collaboration between Jake Levinson. A story filled with drama and intrigue. So let’s start in the middle. Slider puzzles for mathematicians. Is then a way...
mathematicalgemstones.com
Can you prove it? | Mathematical Gemstones
http://www.mathematicalgemstones.com/gemstones/can-you-prove-it
On the quest for mathematical beauty and truth. Skip to primary content. Skip to secondary content. February 22, 2015. As this ingenious post. Over at Math With Bad Drawings explained so clearly recently, there is a big difference between finding the answer to a math problem and being able to explain, beyond all reasonable doubt, why your answer is correct. It is the difference between solving it and proving. Consider the following diagram which appears on our program website:. He was intrigued by the im...
mathematicalgemstones.com
Gemstones | Mathematical Gemstones
http://www.mathematicalgemstones.com/topics/gemstones
On the quest for mathematical beauty and truth. Skip to primary content. Skip to secondary content. Can you Prove it… combinatorially? August 12, 2016. This year’s Prove it! Was a big success, and it was an enormous pleasure to teach the seventeen talented high school students that attended this year. Some of the students mentioned that they felt even more inspired to study math further after our two-week program, but the inspiration went both ways – they inspired me with new ideas as well! Is there a co...
mathematicalgemstones.com
Maria Gillespie | Mathematical Gemstones
http://www.mathematicalgemstones.com/author/maria
On the quest for mathematical beauty and truth. Skip to primary content. Skip to secondary content. Author Archives: Maria Gillespie. Can you Prove it… combinatorially? August 12, 2016. This year’s Prove it! One of the many, many things we investigated at the camp was the Fibonacci sequence. F n= frac{1}{ sqrt{5} left( left( frac{1 sqrt{5} {2} right) n – left( frac{1- sqrt{5} {2} right) n right)$. Looks crazy, right? Why would there be $ sqrt 5$’s showing up in a sequence of integers? I mentioned during ...
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