
alt-fractals.com
Alt.Fractals: A visual guide to fractal geometry and designSupport site for 'Alt.Fractals' ISBN 0955706831
http://www.alt-fractals.com/
Support site for 'Alt.Fractals' ISBN 0955706831
http://www.alt-fractals.com/
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Chocolate Tree Books
Eric Baird
49 Buc●●●●●● Place
flat 12,●●●●●●●●es House
Bri●●●ton , East Sussex, BN1 3QA
United Kingdom
View this contact
Chocolate Tree Books
Eric Baird
49 Buc●●●●●● Place
flat 12,●●●●●●●●es House
Bri●●●ton , East Sussex, BN1 3QA
United Kingdom
View this contact
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Alt.Fractals: A visual guide to fractal geometry and design | alt-fractals.com Reviews
https://alt-fractals.com
Support site for 'Alt.Fractals' ISBN 0955706831
Alt.Fractals: Table of Contents
http://www.alt-fractals.com/book_contents.html
A visual guide to fractal geometry and design. ISBN 0955706831 - ISBN13: 978-0-9557068-3-7. Fractals, ErkDemon Blog. ErkFractals @ relativitybook.com (7 pages). Paul Nylander's 'Hypercomplex Fractals' page. Paul Nylander's main 'Fractals' page. Skytopia: 'The Mystery of the REAL, 3D Mandelbrot Fractal'. Not the Koch Snowflake. Not the Sierpinski Triangle. Not the Sierpinski Carpet. Not the Sierpinski Pyramid. Not the Menger Sponge. Inside the Mandelbrot Set. The Julia Set in 4D. Not the Mandelbrot Set.
Alt.Fractals: Cover Art
http://www.alt-fractals.com/book_cover.html
A visual guide to fractal geometry and design. ISBN 0955706831 - ISBN13: 978-0-9557068-3-7. Fractals, ErkDemon Blog. ErkFractals @ relativitybook.com (7 pages). Paul Nylander's 'Hypercomplex Fractals' page. Paul Nylander's main 'Fractals' page. Skytopia: 'The Mystery of the REAL, 3D Mandelbrot Fractal'. Site contents Eric Baird 2010.
Alt.Fractals: Reviews and Reactions
http://www.alt-fractals.com/book_reviews.html
A visual guide to fractal geometry and design. ISBN 0955706831 - ISBN13: 978-0-9557068-3-7. Fractals, ErkDemon Blog. ErkFractals @ relativitybook.com (7 pages). Paul Nylander's 'Hypercomplex Fractals' page. Paul Nylander's main 'Fractals' page. Skytopia: 'The Mystery of the REAL, 3D Mandelbrot Fractal'. 50 out of 5 stars. From amazon.co.uk:. 4 out of 5 stars. A fantastic mathematical menagerie. Site contents Eric Baird 2010.
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A fractal solid with 'Mandelbrot' and 'Tricorn'cross-sections
http://www.relativitybook.com/CoolStuff/erkfractals_3d.html
Into the Third Dimension. Coordinates for a graph, we get a visual description of how the pattern's boundary shifts with position. That intricate and chaotic boundary shape gives us the well-known shape of the standard two-dimensional Mandelbrot set. But what happens if we want to be able to produce a three-. Dimensional fractal with similar characteristics? We'd need a similar a formula that has with three. Independent parameters rather than two. Sometimes known as the "Mandelbar" set. We then have a th...
Fractals: The Julia Set in four dimensions
http://www.relativitybook.com/CoolStuff/julia_set_4d.html
Mandelbrot vs. Julia. Julia Set in 4D. The Julia Set in Four Dimensions. We've seen on the previous page. That the Julia Set has four independent parameters (the real and imaginary components of the start-value of. And the real and imaginary components of. The added constant), so, technically the full Julia Set is a four-dimensional shape. While it's traditional to use slices taken through the. The Mandelbrot Set is a section of the 4D Julia Set. The next image is built from a rectangular array of severa...
Alt.Fractals: Koch Snowflake Arrays
http://alt-fractals.blogspot.com/2012/02/koch-snowflake-arrays.html
Author blog for "Alt.Fractals: A visual guide to fractal geometry and design". Friday, 3 February 2012. Koch Snowflake Fractal Arrays (an alternate Koch Snowflake construction method). Another couple of non-standard ways of creating Koch Snowflake outlines. Note that every smaller detail is also a Koch Snowflake, and every little remaining space between the snowflakes also progressively gets nibbled away to form yet more Koch snowflakes as you apply more iterations. Posted by Alt.Fractals (Eric Baird).
Alt.Fractals: February 2012
http://alt-fractals.blogspot.com/2012_02_01_archive.html
Author blog for "Alt.Fractals: A visual guide to fractal geometry and design". Friday, 3 February 2012. Koch Snowflake Fractal Arrays (an alternate Koch Snowflake construction method). Another couple of non-standard ways of creating Koch Snowflake outlines. Note that every smaller detail is also a Koch Snowflake, and every little remaining space between the snowflakes also progressively gets nibbled away to form yet more Koch snowflakes as you apply more iterations. Posted by Alt.Fractals (Eric Baird).
Alt.Fractals: October 2011
http://alt-fractals.blogspot.com/2011_10_01_archive.html
Author blog for "Alt.Fractals: A visual guide to fractal geometry and design". Sunday, 2 October 2011. Charles Darwin's Tree of Life. Tree of Life", Charles Darwin (from "On the Origin of Species", 1859). This is one of the most influential diagrams ever made. It's Charles Darwin's published diagram of the branching relationships between species. From his book " On the The Origin of Species. At the time, we'd already had "family tree" diagrams of our relatives, and Linneus. Subscribe to: Posts (Atom).
Alt.Fractals: Charles Darwin's Tree of Life
http://alt-fractals.blogspot.com/2011/10/charles-darwins-tree-of-life.html
Author blog for "Alt.Fractals: A visual guide to fractal geometry and design". Sunday, 2 October 2011. Charles Darwin's Tree of Life. Tree of Life", Charles Darwin (from "On the Origin of Species", 1859). This is one of the most influential diagrams ever made. It's Charles Darwin's published diagram of the branching relationships between species. From his book " On the The Origin of Species. At the time, we'd already had "family tree" diagrams of our relatives, and Linneus. AltFractals is now on sale!
Alt.Fractals: March 2011
http://alt-fractals.blogspot.com/2011_03_01_archive.html
Author blog for "Alt.Fractals: A visual guide to fractal geometry and design". Saturday, 26 March 2011. A Tilable Space-filling Fractal Sponge. A fractal, tileable sponge ("Alt.Fractals", p.61). Okay, so this one looks like a "stretch" version of the conventional Menger Sponge. Using a 4×4×4 grid instead of 3×3×3 . and it is . but it's a bit more than that. It's not just an arbitrary variation on a math standard. It's a space-filling solid. Space-filling solids are kinda rare. A cube. Now, how it tiles.
Alt.Fractals: January 2012
http://alt-fractals.blogspot.com/2012_01_01_archive.html
Author blog for "Alt.Fractals: A visual guide to fractal geometry and design". Friday, 27 January 2012. Sierpinski Triangle, rendered in red Lego roof-bricks (angle view). The Sierpinki Triangle, rendered in Lego. The basic building-unit used here (to get proportions that look like an equilateral triangle) consists of four bricks: a 1×1×4 base strip, two 1×2×1 slanted roof pieces and a 1×1×2 top strip. The Sierpinski Triangle model, in the "Lego Digital Designer" ("LDD") program. Friday, 20 January 2012.
Alt.Fractals: July 2011
http://alt-fractals.blogspot.com/2011_07_01_archive.html
Author blog for "Alt.Fractals: A visual guide to fractal geometry and design". Sunday, 31 July 2011. Mirrorspace .' a fractal optical space using mirrored spheres, (c) Eric Baird 2011. This is a colour reworking of the black-and-white image on page 218 of the book. As "physical" fractals go, it’s one of the simplest to describe: it’s simply a stack of mirrored spheres. The mirrorballs also illustrate the deep connection between fractals and tilings. Posted by Alt.Fractals (Eric Baird). Mandelbrot Set Son...
Alt.Fractals: The Jerusalem Square
http://alt-fractals.blogspot.com/2011/11/jerusalem-square.html
Author blog for "Alt.Fractals: A visual guide to fractal geometry and design". Wednesday, 30 November 2011. The Jerusalem Square is the "shadow" of the Jerusalem Cube. The ratio between the sizes of a piece of the shape and its copies is an "irrational" number, 1 : ( 1 root 2 ). If you're wondering where the name comes from, here's the Jerusalem Cross. As used in the heraldic shield of the Kingdom of Jerusalem (1099 -1291). And alternative versions of the Jerusalem Cross, with different proportions and e...
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Gasthof Fousek in Westerholt
Gasthof Fousek in Westerholt. Die Anbindung zur Arena auf Schalke, die Nähe zur MovieWorld in Kirchhellen oder auch für Ausflüge ins angrenzende Münsterland sind weitere Vorteile für unseren Standort. Auf einen Besuch im Gasthof Fousek freuen sich Ute, Hans und Melanie Fousek. Traditionsveranstaltungen mit Tanz und Musik begeistern. Unsere Gäste zu folgenden Terminen:. Karneval mit der Weiberfastnachts - Party. Karnevals - Samstag Kostümball. Tanz in den Mai bei Fousek. Sparfest für unsere Sparer.
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Aqui o Pica-Pau entorta o bico. Domingo, maio 08, 2005. No one below me. Posted by BozoDel at 5:54 PM. Fiquei sabendo que eu dei um soco no nariz duma mina no show. Mil perdões. Posted by BozoDel at 5:53 PM. I'll be perhaps around your finger. Posted by BozoDel at 1:45 PM. Conheci esses dia um cara chamado Lulu Sensual. Posted by BozoDel at 1:06 PM. Vocês vão ver só quando eu ganhar a minha bola quadrada! Posted by BozoDel at 1:04 PM. Como ganhar a simpatia de um segurança - Parte II. Tinha um carinha qu...
Alt.Fractals
Author blog for "Alt.Fractals: A visual guide to fractal geometry and design". Friday, 3 February 2012. Koch Snowflake Fractal Arrays (an alternate Koch Snowflake construction method). Another couple of non-standard ways of creating Koch Snowflake outlines. Note that every smaller detail is also a Koch Snowflake, and every little remaining space between the snowflakes also progressively gets nibbled away to form yet more Koch snowflakes as you apply more iterations. Posted by Alt.Fractals (Eric Baird).
Alt.Fractals: A visual guide to fractal geometry and design
A visual guide to fractal geometry and design. ISBN 0955706831 - ISBN13: 978-0-9557068-3-7. Fractals, ErkDemon Blog. ErkFractals @ relativitybook.com (7 pages). Paul Nylander's 'Hypercomplex Fractals' page. Paul Nylander's main 'Fractals' page. Skytopia: 'The Mystery of the REAL, 3D Mandelbrot Fractal'. This is the main support site for the book, "Alt.Fractals: A visual guide to fractal geometry and design", ISBN 0955706831. Over on the left, you'll find links for the book's table of contents.
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