Showing posts with label Mathematics. Show all posts
Showing posts with label Mathematics. Show all posts

06 April 2015

I Don't Do STEM ~ MIT's Calandrelli @ TEDxOSU

MIT alumna and host of space exploration TV show Emily Calandrelli at TEDxOregonStateUniversity on STEM outlook!

12 September 2014

Math In Your Feet ~ Learning #'s by Dancing!

Thanks to MIT friend Birago Jones for spotting Math in your Feet...
"An integration of two separate but highly complementary paths of inquiry. Percussive dance is a sophisticated, precise, and physical expression of time and space using foot-based dance patterns. Mathematics has been called the ‘science of patterns’ initially developed to understand, describe, and manipulate the physical world. Math in Your Feet leads students through the problem solving process of creating their own dance patterns. Along the way, they increase their understanding of mathematical topics."

28 October 2012

Hexaflexamexagon ~ Vi Hart's Food Mathemagic!

Building upon her previous Hexaflexagon demo, we now can taste the goodness with Vi Hart sharing Hexaflexamexagon tortilla treats;-) Thanks to MissC for spotting this food mathemagic!

27 July 2011

Urban Maths ~ Geoffrey West on Cities at TED

Physicist Geoffrey West at TED describes how complex systems such as cities are governed by simple laws...
"We desperately need a scientific theory of cities. This means quantifiable, relying on underlying generic principles, which can be put into a predictive framework. That is the quest."

16 October 2010

R.I.P. Benoît Mandelbrot ~ Fractal Mathematics...

Alas, Benoît Mandelbrot, creator of fractal mathematics has passed away at age 85. Writes Jascha Hoffman in the NYTimes...
"In a seminal book, “The Fractal Geometry of Nature,” published in 1982, Dr. Mandelbrot defended mathematical objects that he said others had dismissed as “monstrous” and “pathological.” Using fractal geometry, he argued, the complex outlines of clouds and coastlines, once considered unmeasurable, could now “be approached in rigorous and vigorous quantitative fashion.” For most of his career, Dr. Mandelbrot had a reputation as an outsider to the mathematical establishment. [...] Dr. Mandelbrot traced his work on fractals to a question he first encountered as a young researcher: how long is the coast of Britain? The answer, he was surprised to discover, depends on how closely one looks. On a map an island may appear smooth, but zooming in will reveal jagged edges that add up to a longer coast. Zooming in further will reveal even more coastline. “Here is a question, a staple of grade-school geometry that, if you think about it, is impossible,” Dr. Mandelbrot told The New York Times earlier this year in an interview. “The length of the coastline, in a sense, is infinite.”
There are endless fractal images, but the Mandelbrot Set remains among the most epic. Here's just one select sampling... And here's a wonderful Zoom!