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Download Fractal Cuts fb2, epub

by Diego Uribe

Download Fractal Cuts fb2, epub

ISBN: 090621288X
Author: Diego Uribe
Language: English
Publisher: Parkwest Pubns (February 1, 1994)
Pages: 96
Category: Education & Reference
Subcategory: Kids
Rating: 4.4
Votes: 562
Size Fb2: 1574 kb
Size ePub: 1415 kb
Size Djvu: 1841 kb
Other formats: txt lrf mbr lrf


FREE shipping on qualifying offers. The fractal cuts in this text are used to create attractive pop-up cards.

FREE shipping on qualifying offers. Each is made from a single sheet of white paper cut according to a fractal rule and glued within a brightly coloured cover.

Diego Uribe’s most popular book is Fractal Cuts. Truly Baffling Optical Illusions by. Diego Uribe.

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Fractal Cuts : Exploring the Magic of Fractals with Pop-up Designs. By (author) Diego Uribe.

Cut out a 3-dimensional fractal and turn it into a pop-up card Many thanks to Diego Uribe for describing this activity in his book Fractal Cuts, and to Francesca Blueher of Montezuma Elementary for introducing us to this fun project.

Cut out a 3-dimensional fractal and turn it into a pop-up card. Students make a 3-dimensional fractal cutout card by repeating a simple process of cutting and folding. Many thanks to Diego Uribe for describing this activity in his book Fractal Cuts, and to Francesca Blueher of Montezuma Elementary for introducing us to this fun project.

1 2. Anexo 2. Modelo e Instruções. para construção de Fractal Tridimensional em Papel Quartil Central. 3. Anexo 3. para construção de Fractal Tridimensional em Papel Triângulo de Sierpinski.

The paper models made in this lab have been inspired by the book Fractal Cuts by Diego Uribe and the article "Fractal Cards: a space for exploration in geometry and discrete mathematics," The Mathematics Teacher, 91, (1998), 102-108, by Smmit and Davis

The paper models made in this lab have been inspired by the book Fractal Cuts by Diego Uribe and the article "Fractal Cards: a space for exploration in geometry and discrete mathematics," The Mathematics Teacher, 91, (1998), 102-108, by Smmit and Davis. The sculptures illustrate two types of fractals, Cantor sets and the Sierpinski Gasket.

The fractal cuts in this book are used to create a collection of ten attractive pop-up cards. Each is made from a single sheet of white paper cut and folded according to a fractal rule and glued within its brightly colored cover. Just as fractal images gain evermore beauty and complexity by the repetition of a simple rule, so it is fascinating to see how each pop-up fractal cut develops step by step. Combining theory and practice in a satisfying way, this book will be of interest to all who have ever wondered about the significance of the ideas suggested by fractals.

Comments:

Quendant
There is NO other book like this out there. It's excellent. My daughter and I are obsessed with fractals, and this book gives you so many ways to make and share them. It was perfect for my homeschool curriculum and for math classes I teach, not to mention crafting really awesome greeting cards!
Forcestalker
Took me awhile to figure this out. Can't use what's in the book so I have to photo copy. Otherwise it would be gone.
komandante
This is a wonderful book that will help older children & adults alike make interesting geometric pop-ups. Though the designs are complex & take some patience, they are definitely worth the effort.
The book starts out by explaining fractals & teaching how to draw some of them. Ten card projects follow grouped from easiest to hardest. You are supposed to cut up the book, but you can make copies if you want.
Clear, step-by-step instructions & a template are given for each card. Pages with printed patterns that can be cut & used to make the cards are also included. For each one, ideas to make the card fancier are shown.
Making these cards truly brings a sense of accomplishment. They also make beautiful & unique gifts. I have given them to many friends and they have been very delighted & impressed.
Hugifyn
I use this book with my classes. Very good and highly recommended!

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