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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).

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Alt.Fractals | alt-fractals.blogspot.com Reviews
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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).
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Alt.Fractals | alt-fractals.blogspot.com Reviews

https://alt-fractals.blogspot.com

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).

INTERNAL PAGES

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1

Alt.Fractals: February 2011

http://alt-fractals.blogspot.com/2011_02_01_archive.html

Author blog for "Alt.Fractals: A visual guide to fractal geometry and design". Thursday, 24 February 2011. Here's a wireframe view of the basic "Delta" building block and its first iteration. Which hopefully gives a better idea of how the thing is constructed . Posted by Alt.Fractals (Eric Baird). The "Delta" is is one of my new favoritest fractals. But this is a leetle. Bit more subtle in that the component blocks (and the main shape) aren't quite. All in all, a cool shape. Thursday, 17 February 2011.

2

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...

3

Alt.Fractals: August 2011

http://alt-fractals.blogspot.com/2011_08_01_archive.html

Author blog for "Alt.Fractals: A visual guide to fractal geometry and design". Thursday, 18 August 2011. Fractal is a little odd. Although it seems. Simple enough — it's just a cube repeatedly penetrated by crosses — for it to work properly. The ratios of the cube and sub-cubes don't have whole-number integer, or even fractional. It can't be built using a simple integer grid, and that's probably why you probably haven't come across it before. Where the Menger Sponge. Friday, 5 August 2011. ISBN 095570683...

4

Alt.Fractals: Fractal Lego

http://alt-fractals.blogspot.com/2012/01/fractal-lego.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. 3 November 2012 at 11:24.

5

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).

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Chocolate Tree Books: Alt.Fractals

http://www.chocolatetreebooks.com/books/0955706831.html

AltFractals: A visual guide. Fibonacci, architecture and the Golden Section. Relativity in Curved Spacetime. Life is fractal ". A visual guide to fractal geometry and design ". Provides a wealth of visual reference material for mathematicians, designers, artists, and people who simply think that fractals are cool. Illustrations: a mix of line art, formula plots, vector graphics and 3D raytraced models. B&W and greyscale. Pages i-vi, 1-225, paperback, 234 156mm, 225 numbered b&w figures and illustrations.

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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.com alt-fractals.com

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.

relativitybook.com relativitybook.com

Fun with Fractals

http://www.relativitybook.com/CoolStuff/erkfractals.html

Not the Mandelbrot Set. Okay, there's only so many times you can look at a Mandelbrot Set. Without getting bored. After a while, you think, is that all there is? Seen that, done that. So I figured that I'd try to come up with a few variations and alternatives. Here's a good one:. It looks a bit like one of those three-sided boomerangs, and it's listed as a " Mandelbar. Okay, so it's a bit. The "proper" Mandelbrot set is also closely related to the Julia set. An evolving fractal sequence, "Zero Time".

relativitybook.com relativitybook.com

Comparing 'Sine' and 'standard' Julia Set images

http://www.relativitybook.com/CoolStuff/julia_set_alt.html

Sine" vs. "standard" Julia. 3: "Standard Julia Set" vs. "sine Julia set". Because the sine function is intrinsically related to the the properties of right-angled triangles, and because these proportions are given by Pythagoras' Theorem. Parallel evolution of the standard Julia and "sine Julia" sets, D=0. Standard Julia fractal image. On the left we have the conventional progression of Julia set images for D=0. See also this progression as a video. Causes any solid regions to break up, and twists parts o...

alt-fractals.com alt-fractals.com

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.

relativitybook.com relativitybook.com

"Relativity in Curved Spacetime" - Welcome

http://www.relativitybook.com/welcome.html

ISBN 0955706823 / 0955706807. On the gravitational field of a moving body - redesigning general relativity, Eric Baird (2015). Why general relativity doesn't work properly when it comes to velocity-dependent effects, and how to fix it rg. The other side of relativity theory. An experimental set of pages on relativity theory, and next-generation "advanced" general relativity. Currently a work in progress (July 2016). The Koch Curve in Three Dimensions. Relativity in Curved Spacetime. Pages on 2D fractals.

erkdemon.blogspot.com erkdemon.blogspot.com

ErkDemon: Snowflake Engineering, Quantum Mirages and Matter-Replicators

http://erkdemon.blogspot.com/2010/03/snowflake-engineering-quantum-ghosts.html

Eric Baird) - The Other Side of Science. Saturday, 13 March 2010. Snowflake Engineering, Quantum Mirages and Matter-Replicators. One of the most impressive things about. Is that we still don't really understand how they work. We understand how conventional. Do something different. Their range of forms makes their growth appears pretty chaotic, but they also manage to be deeply symmetrical. It'd seem. This would be beyond fibre-optics, and beyond conventional holography. It'd be multi-focus holography...

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Alt+F4

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...

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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.com alt-fractals.com

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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