Group items tagged

"I often sit on a Thursday evening about 2000hrs and watch the ukedchat hashtag. This week it was about physical education. Although this is not one of my strong subjects in teaching (or even in real life) I was interested in the first question which asked how physical education could be related to literacy and/or mathematics. Just like a GSCE multiple choice essay question I chose to answer how it could be related to mathematics. You can see the full tweet chat conversation here - but I thought I would expand my response in this week's waffle."

Brief musing on mathematical physics with links to a variety of perspectives on the influence of math on physics.

VEERRRRYYYY in depth Math/Physics problem about The Hulk's jump in the movie, The Avengers

Well received book on using physics to demonstrate mathematical concepts by Mark Levi, professor of mathematics at Pennsylvania State University

LOG IN January 24th 9pm ET: http://tinyurl.com/MathFutureEvent Music and mathematics have been linked together for thousands of years, but rarely have students had the opportunity to explore the many connections that exist between them. To try to fill this gap, Mike Thayer of Hyperbolic Guitars is developing a course. At the event, we will discuss the course outline, as well as math and music links in general. All events in the Math Future weekly series: http://mathfuture.wikispaces.com/events The recording will be at http://mathfuture.wikispaces.com/HyperbolicGuitarsCourse Event challenge! Help Mike find a resource - a web page, a video, a music piece - to go with one of the topics in the course outline. Full syllabus and details of the outline: http://hyperbolicguitars.wikispaces.com/Math+%26+Music+Course Major topics: What is sound, anyway? The physics of waves The mathematics of waves Resonance Elasticity The generation of sound by "simple" systems The vibrating string The vibrating rod The vibrating plate (e.g., drumhead or cymbal) Open and closed pipes The Helmholtz resonator (--> the vocal chords) White noise, pink noise The concept of "timbre" The perception of sound Human listeners Other "listeners": Digital recording The interaction between the generator and the listener: the science of acoustics What makes sound become music? What does a listener "listen for" in music? Basics of music and musical notation: Musical descriptions Basics of music: Psycho-physical (auditory) descriptions What makes sound "musical" (

"the distinction between music and noise is mathematical form":

Angry Birds is a wonderful game for teaching all sorts of maths and physics. Play an online version of Angry Birds Rio. Play full screen at http://www.physicsgames.com/flash/angry-birds-rio.swf http://ictmagic.wikispaces.com/Educational+Games

Mount Holyoke physics professor Mark Peterson argues that Galileo's applications of mathematics to Dante's Inferno laid the groundwork for his later discoveries (to be expanded on in a forthcoming book: ""Galileo's Muse: Renaissance Mathematics and the Arts" )

"Don't know much about the French I took..." but this looks like some interesting analysis of shapes in the physics world. Worth looking at if you 

by dr. sarah-marie belcastro, "You might wonder why one would want to knit mathematical objects. One reason is that the finished objects make good teaching aids; a knitted object is flexible and can be physically manipulated, unlike beautiful and mathematically perfect computer graphics. And the process itself offers insights: In creating an object anew, not following someone else's pattern, there is deep understanding to be gained. To craft a physical instantiation of an abstraction, one must understand the abstraction's structure well enough to decide which properties to highlight. Such decisions are a crucial part of the design process, but for the specifics to make sense, we must first consider knitting geometrically."

"Researchers in Spain have recently proved, mathematically, that particles charged in a magnetic field can escape into infinity without ever stopping. When this happens, under a certain set of conditions, particles will either never stop, as in a loop, or actually escape the limits of a spherical surface, no matter how big the surface may be."

"Albert Einstein called her the most "significant" and "creative" female mathematician of all time, and others of her contemporaries were inclined to drop the modification by sex. She invented a theorem that united with magisterial concision two conceptual pillars of physics: symmetry in nature and the universal laws of conservation."

Text from an interview with John H. Barrow, Professor of Mathematical Sciences at the University of Cambridge, discussing history of cultural understanding of infinity, as well as different understandings of infinity - mathematical, physical, cosmological

Growing open educational resources platform featuring online texts in maths and physics (so far!)

includes some mathematical symbols too.

video of a lecture at MIT given by professor and entrepreneur James Simons, who taught math at Stony Brook, founded an investment business, and now runs the Simons Foundation which "supports basic math and physics as well as autism research."

A physicist argues that an unidentified device found in an ancient Egyptian architect's tomb is a protractor

A selection by Davide Castelvecchi, blogger at Scientific American's Degrees of Freedom