fractalnomics

These are my discoveries and writings on the fractal economics, markets, cosmology, quantum mechanics, and other. I say fractals are everywhere and everything, and it is more interesting finding what is not fractal. From the fractal I have developed theories of the following. Classical marginal Economics; A fractal interpretation of QM. The de Broglie Wave function is the demand curve. Inflation both cosmic and monetary. The infrared atmosphere. Unifying QM with 39;large scale39;. Pi in nature.

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This website fractalnomics.com currently has an average traffic classification of zero (the lower the higher page views). We have scanned eighteen pages within the website fractalnomics.com and found zero websites linking to fractalnomics.com. There are one contacts and locations for fractalnomics.com to help you contact them. There are one public media platforms enjoyed by fractalnomics.com. This website fractalnomics.com has been on the internet for seven hundred and eighteen weeks, three days, seventeen hours, and twenty-eight minutes.
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FRACTALNOMICS.COM HISTORY

This website fractalnomics.com was began on on October 03, 2010. This site will expire on October 03, 2014. It is currently seven hundred and eighteen weeks, three days, seventeen hours, and twenty-eight minutes young.
REGISTERED
October
2010
EXPIRED
October
2014

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CONTACTS

Blair Macdonald

Poppelvagen 22

Grodinge, Stockholm, 14771

Sweden

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PAGE TITLE

fractalnomics

DESCRIPTION

These are my discoveries and writings on the fractal economics, markets, cosmology, quantum mechanics, and other. I say fractals are everywhere and everything, and it is more interesting finding what is not fractal. From the fractal I have developed theories of the following. Classical marginal Economics; A fractal interpretation of QM. The de Broglie Wave function is the demand curve. Inflation both cosmic and monetary. The infrared atmosphere. Unifying QM with 39;large scale39;. Pi in nature.

CONTENT

This website fractalnomics.com states the following, "Laws of Information and Knowledge." We analyzed that the webpage also stated " About and a call for help." It also stated " Wednesday, December 27, 2017. Koch Snowflake Area paradox its infinite I say. I dont agree the area of the Koch snowflake is finite as claimed. The calculation may give the result of finite number - from a fixed point - but as the system is iterating infinity, as is assumed, the area of each added triangle will be real, and these areas infinitely diminishing - asymptotically."

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