Mr. Kuykendall's online classroom
Euclid’s Geometry seemed pretty immutable…that is until Riemann came along in the mid 19th century and created new axioms of geometry. They were as follows: A. Two points may determine more than one line B. All lines are finite in length but endless– i.e. circles …
“From Big Bang to Little Swish” Read this article and highlight via Diigo app! This is an intro to expansionary theory–the latest theory regarding the origins of the universe. We’ll delve much deeper into this topic later! But some important knowledge questions to consider are: …
LInk to “doodling in math part 2” How do these “natural patterns” that correspond to the Fibonacci sequence support or refute the Simulation Hypothesis? https://www.youtube.com/watch?v=lOIP_Z_-0Hs
Read the NYTimes article below: This brings up amazing ideas regarding the platonic nature of math, reason and math as a #wok and issues of creation and #cosmology For further information, listen to Nick Bostrom explain both his Simulation Argument and his Simulation Hypothesis …