Knots and Links
Simon explains: The Knot Atlas is a complete catalogue of all the possible knots and links and links with 3 or fewer components and 11 or fewer crossings. The number … Continue reading Knots and Links
a homeschooling blog about Simon, a young mathematician and programmer, and his little sister Neva. Visit https://simontiger.com
Simon explains: The Knot Atlas is a complete catalogue of all the possible knots and links and links with 3 or fewer components and 11 or fewer crossings. The number … Continue reading Knots and Links
Simon is pretty obsessed with Knot Theory at the moment (a mathematical theory that is widely used in advanced biology and chemistry, for example in handling tangled DNA). He also … Continue reading Tricks with paperclips and Knot Theory
Inspired by a Numberphile video with Tadashi Tokieda.
Simon made a remix of the Numberphile video called “Round Peg in a Square Hole” (by Tadashi Tokieda) and worked out the albraic formula behind the trick.
Simon learned this from Tadashi Tokieda in a Numberphile video called “Reflected Cats” and recreated the experiment.
Simon, looking at the dust particles in the sun: “Is brownian motion random? If we look small enough, we might see something deterministic… but it might also be stochastic. What you’re … Continue reading Is the Universe random?
Simon worked out this formula using the traditional formula for the Zeta Function. He’s not not sure it’s new (he says he’s even sure it’s not new) but he has … Continue reading Simon’s Formula for the Zeta Function
“All you need to see that eta of one is the natural log of 2 is that! Easy, right? I was joking. Proving these things is pretty damn complicated, so … Continue reading Either gamma of 1/2 is infinity or the Riemann hypothesis is false
Simon worked out this formula using the quadratic formula.
Simon is very fond of the Magic Tile app, a virtual environment where complex and simpler Rubik’s cubes and other shapes can be solved. He loves the Hyperbolic plane: “Infinitely … Continue reading Magic Tile
Simon made this puzzle for me to solve… Except that it’s impossible. The objective is to move 5 so that no other number would be “lonely” (no longer adjascent to … Continue reading One more of Simon’s impossible puzzles