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Fractals, Technical Analysis and other things...

Fractals, Technical Analysis and other things. Monday, April 16, 2012. So is there any sense in which the market could be said to be fractal, given that the time serie does not seem to be satisfyingly modelised by a fractal? In “The Blank Swan”, Elie Ayache provides a very interesting element to answer this question at the page 295:. Links to this post. Sunday, December 18, 2011. For a follow-up of my discussion with Elie Ayache, about "The Blank Swan" and its consequences, those interested can look up t...

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Fractals, Technical Analysis and other things... | fractalfinance.blogspot.com Reviews
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Fractals, Technical Analysis and other things. Monday, April 16, 2012. So is there any sense in which the market could be said to be fractal, given that the time serie does not seem to be satisfyingly modelised by a fractal? In “The Blank Swan”, Elie Ayache provides a very interesting element to answer this question at the page 295:. Links to this post. Sunday, December 18, 2011. For a follow-up of my discussion with Elie Ayache, about The Blank Swan and its consequences, those interested can look up t...
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Fractals, Technical Analysis and other things... | fractalfinance.blogspot.com Reviews

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Fractals, Technical Analysis and other things. Monday, April 16, 2012. So is there any sense in which the market could be said to be fractal, given that the time serie does not seem to be satisfyingly modelised by a fractal? In “The Blank Swan”, Elie Ayache provides a very interesting element to answer this question at the page 295:. Links to this post. Sunday, December 18, 2011. For a follow-up of my discussion with Elie Ayache, about "The Blank Swan" and its consequences, those interested can look up t...

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Fractals, Technical Analysis and other things...: May 2010

http://fractalfinance.blogspot.com/2010_05_01_archive.html

Fractals, Technical Analysis and other things. Monday, May 17, 2010. Variation of the Hurst Exponent. While playing around with various strategies, I came to consider that an interesting way to use the fractal dimension is to look at its variations rather than its absolute value. Furthermore such an approach makes sense at a mathematical point of view: from equation (1) in this post. Applying the functional power rule of derivation, we can see that:. Rearranging it, we get:. Type data (0,1,2,3,4,5 or 6).

2

Fractals, Technical Analysis and other things...: January 2011

http://fractalfinance.blogspot.com/2011_01_01_archive.html

Fractals, Technical Analysis and other things. Wednesday, January 26, 2011. The Medium of Contingency. 8220;The medium of contingency”(shortly available in volume 22 of pli. I-THOUGHT: FROM DOUBT TO AXIOMATICS. The following passage (on page 2) from “The medium of contingency” seems to assume a certain conception of thought, or at least of its placement in order to think speculatively, in QM’s sense:. Which are just tools used to express itself (i.e. its object). II-USEFULNESS OF THE MARKET. While I don&...

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Fractals, Technical Analysis and other things...: July 2009

http://fractalfinance.blogspot.com/2009_07_01_archive.html

Fractals, Technical Analysis and other things. Wednesday, July 22, 2009. Some general updates and a comment on FRASMA. Let me apologize for a rather long silence, I've been studying some more fundamental problems that require me to revamp and improve a bit my knowledge on various mathematics topics. I shall try to resume posting more frequently whenever I find something interesting, and anyway, I should at least be able to post some more basic stuff after summer. Links to this post. Derivatives/Models on...

4

Fractals, Technical Analysis and other things...: April 2010

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Fractals, Technical Analysis and other things. Thursday, April 15, 2010. Self-similarity and a measure of it. Following an exchange via emails with a fellow trader, John Last, in which he made some remarks about the interest of some kind of self-similarity, I came to conceive a new indicator, which can be used to detect some convergence of behaviour between different timescales, in the sense outlined below. What should be compared therefore in order to measure the level of self-similarity at a given time...

5

Fractals, Technical Analysis and other things...: February 2010

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Fractals, Technical Analysis and other things. Saturday, February 6, 2010. It may be time for a little summary of how I see the fundamentals situation right now. This past week has been a rich one in event on the EUR/USD front, we first saw the EUR rebounding from 1.385 to over 1.403, then back down to 1.365, all these moves being fed by news from the ECB supporting Greece, and worrying about Portugal, Italy and Spain. If something goes wrong with the USD, the US government is able to act upon it in a so...

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Maximum of Wiener Brownian Motion « Fractals and Stochastic Calculus

https://stochasticfractals.wordpress.com/2009/05/04/maximum-of-wiener-brownian-motion

Fractals and Stochastic Calculus. Just another WordPress.com weblog. Maximum of Wiener Brownian Motion. Be the standard Wiener Brownian Motion process, and. We then have the following result:. Denotes the standard normal cumulative distribution function:. This result is simply a direct application of Theorem 2 from this paper. May 4, 2009. Leave a Reply Cancel reply. Enter your comment here. Fill in your details below or click an icon to log in:. Address never made public). Arxiv – Cornell Univ. Fractals...

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Standard Deviation of Fractional Brownian Motion « Fractals and Stochastic Calculus

https://stochasticfractals.wordpress.com/2009/05/05/standard-deviation-of-fractional-brownian-motion

Fractals and Stochastic Calculus. Just another WordPress.com weblog. Standard Deviation of Fractional Brownian Motion. Be the zero-mean Fractional Brownian Motion process of Hurst parameter. Such a process is defined as having the following covariance structure:. Then(by taking s=t in (1). Which gives the standard deviation as. And for the Wiener Brownian Motion, we indeed get a standard deviation of. May 5, 2009. Leave a Reply Cancel reply. Enter your comment here. Address never made public). R/s Analys...

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2009 May 05 « Fractals and Stochastic Calculus

https://stochasticfractals.wordpress.com/2009/05/05

Fractals and Stochastic Calculus. Just another WordPress.com weblog. Standard Deviation of Fractional Brownian Motion. Be the zero-mean Fractional Brownian Motion process of Hurst parameter. Such a process is defined as having the following covariance structure:. Then(by taking s=t in (1). Which gives the standard deviation as. And for the Wiener Brownian Motion, we indeed get a standard deviation of. May 5, 2009. Fractals, Technical Analysis and other things. American Mathematical Society Journals.

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About « Fractals and Stochastic Calculus

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Fractals and Stochastic Calculus. Just another WordPress.com weblog. This blog is primarily the mathematical counterpart of my other blog: Fractals, Technical Analysis and other things…. It provides with the more mathematical parts, which is easier on WordPress than on Blogger, because LaTeX is supported on the former and not on the latter. It is, however, not excluded that I will use it to discuss things about mathematics, not directly related to finance. Leave a Reply Cancel reply. SAGE: Open Source Ma...

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Guattari’s Glossary of Schizoanalysis | Linguistic Capital

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Skip to main content. Skip to primary sidebar. Skip to secondary sidebar. We are a way for capital to know itself. Larr; Protesters Will Occupy The TSX on October 15. Misconceptions About The Unemployment Rate →. Guattari’s Glossary of Schizoanalysis. Posted by Graham Joncas. Evidently adopted from Wittgenstein, who decried the assumption of Western metaphysics that every word references a distinct. Rather, says Wittgenstein, we should look at words in terms of. As well as the following books:. Arche-écr...

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The Project of Econo-fiction | Linguistic Capital

https://linguisticcapital.wordpress.com/2015/05/16/the-project-of-econo-fiction

Skip to main content. Skip to primary sidebar. Skip to secondary sidebar. We are a way for capital to know itself. Larr; Spectres of Capital: The Political Economy of Ghostwriting. The Shapley Value: An Extremely Short Introduction →. The Project of Econo-fiction. Posted by Graham Joncas. I have an article. Up at the online magazine. On what it entails to use Laruelle’s non-philosophy to talk about economics, intended as a retrospective of my essay There is no economic world. From Decision to Heresy.

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Graham Joncas | Linguistic Capital

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Skip to main content. Skip to primary sidebar. Skip to secondary sidebar. We are a way for capital to know itself. Author Archives: Graham Joncas. Combinatorial Game Theory: Surreal Numbers and the Void. Posted by Graham Joncas. A pdf version is available here. Any number can be written as a tuple of games played by the void with itself. So if games exist, numbers exist. Or rather: if games exist, numbers don’t have to. Such quantities as ω and ω. Can be played as the. Player win. The player with a w...

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2009 May 04 « Fractals and Stochastic Calculus

https://stochasticfractals.wordpress.com/2009/05/04

Fractals and Stochastic Calculus. Just another WordPress.com weblog. Maximum of Wiener Brownian Motion. Be the standard Wiener Brownian Motion process, and. We then have the following result:. Denotes the standard normal cumulative distribution function:. This result is simply a direct application of Theorem 2 from this paper. May 4, 2009. This blog is primarily the mathematical counterpart of my other blog: Fractals, Technical Analysis and other things…. Fractals, Technical Analysis and other things.

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2009 May « Fractals and Stochastic Calculus

https://stochasticfractals.wordpress.com/2009/05

Fractals and Stochastic Calculus. Just another WordPress.com weblog. Standard Deviation of Fractional Brownian Motion. Be the zero-mean Fractional Brownian Motion process of Hurst parameter. Such a process is defined as having the following covariance structure:. Then(by taking s=t in (1). Which gives the standard deviation as. And for the Wiener Brownian Motion, we indeed get a standard deviation of. May 5, 2009. Maximum of Wiener Brownian Motion. Be the standard Wiener Brownian Motion process, and.

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Delphine Doukhan and Antoine Schmitt. Specific program, computer, videoprojector. The generative video installation Fractal Film proceeds to an exhaustion of the view on a given scene : an autonomous programmed camera explores and shows us the same scene indefinitely and always differently. Projected in large format, the short cinematographic scene plays, over and over. Although in a loop, it is never seen with the same angle, the same camera position, movement and behavior. Director : Delphine Doukhan.

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Fractal Filmes

Pular para o conteúdo. PRAZERES] primeira exibição em casa. Ficção, 19 min, 2013. Realizado pela Fractal Filmes, em co-produção com a TáNaLata Filmes, o curta-metragem PRAZERES estreia em Goiânia, abrindo a Mostra Goiás da 13ª Goiânia Mostra Curtas. Após o lançamento, em junho, no MuBE, esta será a primeira exibição do filme em Goiás. Divulgue e participe. DATA: Quarta, 9 de outubro 2013. HORÁRIO: 15 horas (pontualmente). O tempo, que se desdobra sem parar, a tudo eterniza e com tudo acaba. Inscrição par...

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Fractals, Technical Analysis and other things...

Fractals, Technical Analysis and other things. Monday, April 16, 2012. So is there any sense in which the market could be said to be fractal, given that the time serie does not seem to be satisfyingly modelised by a fractal? In “The Blank Swan”, Elie Ayache provides a very interesting element to answer this question at the page 295:. Links to this post. Sunday, December 18, 2011. For a follow-up of my discussion with Elie Ayache, about "The Blank Swan" and its consequences, those interested can look up t...

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Fractal Finance | Fractal Finance

Technical oscillator based on direct measurement of chaos. Intelligent Expert Adviser and Trade Execution Platform. Rapid Online eXchange Intelligence. Chaos Barometer is a completely new type of technical oscillator based on direct measurement of chaos associated with a given market state. It works on a balance of empiric fractal dimension associated with price oscillations on any given market.

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Fractal Finances - Finding the simple reality in financial complexities

China Only Likes Free Markets When It Works For Them. July 15, 2015. Original image source: Perfectly Panda on Pinterest). Early on in my investing career, my Grandfather suggested purchasing shares in a Chinese construction company. Although I respected my Grandfather’s business acumen, I highly disagreed with him on jumping into this equity at the time. For one, I realized that I knew next to nothing about this particular company (oh, how I wish I had thought this way more often back then! 8211; Enlist...

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