Tuesday, September 28, 2010

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MaT2

not too much literature exists on what is considered mathematical sculpture. In an interesting article Ricardo Javier Barrallo Zalaya and teachers at the Polytechnic University of Valencia and the Basque Country University Spain respectively, defined this concept and is illustrated with various sculptures. This article defines the sculpture mathematics as one in which in its conception, development or implementation is essential the use of mathematics.
An example of this type of sculpture is the work "Untitled" by Andreu Alfaro , we can see in the Rambla de Santa Cruz de Tenerife. It is a ruled surface achieved only through a line that moves to form a hyperboloid. This colossal structure in the city serves as a reservoir of water.
Other authors of this type of sculpture is, to quote one, John Robinson and J Carvajal avier with its "parallel slices" among others.

Sunday, September 26, 2010

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mathematics Mathematics Gacetilla We start from zero

The first proposal for this course is for students to create a blog: Gacetilla Mathematics. It will be proposed various topics throughout the year (biweekly). These issues shall be elected by students or by me, so that they are related in one way or another with the Math-through today, history, trivia, matter ...-. class
The claim is that they believe the content and are expressed in the language of science. We hope that soon begin to appear contained and that its activity is interesting.
begin in October!



Wednesday, September 8, 2010

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No number better than zero represents the start of something. This is a good start for a new course and we hope that students will be encouraged to create a comic strip about other numbers.

salonsosanz

ZERO AND THEIR HISTORY by salonsosanz own at GoAnimate.com
. It's free and fun!

Monday, September 6, 2010

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2010-2011 COURSE OPENING



Jabulani es el nombre que en zulú se da al balón con el que España ha ganado el pasado día 13 de julio su primer Munidal de Fútbol. Este balón fabricado por Adidas en la Universidad de Louhborough (Inglaterra) durante 3 años se ha postulado como el más perfecto hasta el momento. Pero..., ¿qué significa para un balón ser perfecto?. Está claro que ser lo más similar posible a una esfera. El Jabulani está formado por 8 piezas, tres de ellas dimensionales que se han unido con calor. De este modo cuando se llena air there is little distortion and get a ball with almost perfect spherical shape. The previous balls were made of 32 pieces with corresponding flat seams. This causes the uneven ridges forming inflate depending on the seams and less spherical shape.
The other factor is aerodynamics so the Jabulani is manufactured with a rough surface that allows you to jump in the air without loss of stability. It has even been shown that the ball reaches speeds 5% above the ball used in the World 2006 (Teamgeist). Here you can watch a video about the making of this controversial subject:
any source: Geek Hall