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inordinatum | Physics and Mathematics of Disordered Systems

Physics and Mathematics of Disordered Systems

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inordinatum | Physics and Mathematics of Disordered Systems | inordinatum.wordpress.com Reviews
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Physics and Mathematics of Disordered Systems
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1 inordinatum
2 estimating expected growth
3 the setup
4 discrete times
5 are defined by
6 ie if
7 is stationary
8 random variables
9 the arithmetic average
10 we know that
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inordinatum | Physics and Mathematics of Disordered Systems | inordinatum.wordpress.com Reviews

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Physics and Mathematics of Disordered Systems

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1

How does an absorbing boundary modify the propagator of a stochastic process? | inordinatum

https://inordinatum.wordpress.com/2012/11/24/how-does-an-absorbing-boundary-modify-the-propagator-of-a-stochastic-process

Physics and Mathematics of Disordered Systems. How does an absorbing boundary modify the propagator of a stochastic process? A recurring theme throughout my blog are stochastic processes, widely used to model quantities under the influence of both deterministic evolution laws and random fluctuations. A complete solution for a stochastic process is its. The probability density for the final state at some time. Given an initial condition at time. This is the density for the final value. Stationarity of the...

2

Extreme avalanches in the ABBM model | inordinatum

https://inordinatum.wordpress.com/2014/08/19/extreme-avalanches-in-the-abbm-model

Physics and Mathematics of Disordered Systems. Extreme avalanches in the ABBM model. Leave a comment ». Extreme value statistics is becoming a popular and well-studied field. Just like the sums of random variables exhibit universality described by the central limit theorem, maxima of random variables also obey a universal distribution, the generalized extreme-value distribution. This is interesting for studying e.g. extreme events in finance (see this paper by McNeil and Frey. And this climatology paper.

3

The Alessandro-Beatrice-Bertotti-Montorsi model | inordinatum

https://inordinatum.wordpress.com/2012/10/11/the-alessandro-beatrice-bertotti-montorsi-model

Physics and Mathematics of Disordered Systems. When a magnet is submitted to a slowly varying external magnetic field, its magnetization changes not smoothly, but in discrete jumps. These avalanches. Can be made audible using an induction coil. The resulting crackling signal is called Barkhausen noise. Stochastic differential equation of the ABBM model. Example of signal generated by ABBM model. We will be interested in so-called. In these materials domain walls can move quite freely, until they encounte...

4

Estimating expected growth | inordinatum

https://inordinatum.wordpress.com/2015/01/18/estimating-expected-growth

Physics and Mathematics of Disordered Systems. Leave a comment ». Let’s take some fluctuating time series — say the value of some financial asset, like a stock price. What is its average growth rate? This seemingly trivial question came up in a recent discussion I had with a friend; obviously, it is relevant for quantitative finance and many other applications. Looking at it in more detail, it turns out that a precise answer is actually not that simple, and depends on the time range. Of an asset at.

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Mathematical Trends in Reaction Network Theory in Copenhagen /2 – out of equilibrium

https://tomate.wordpress.com/2015/07/02/mathematical-trends-in-reaction-network-theory-in-copenhagen-2

July 2, 2015. July 2, 2015. Mathematical Trends in Reaction Network Theory in Copenhagen /2. Taming the complexity of biochemical networks through model reduction and tropical geometry. Algebraic techniques for the parameter identifiability problem in system biology. The form of kinetic differential equations. The first page was filled with formulas I could not understand. Computation by (not about) chemistry. 8221;, given that it’s slower and not significantly bigger. The reson might be that i...Interac...

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Live-blogging from Lyon “Stat mech comp large devs” /1 – out of equilibrium

https://tomate.wordpress.com/2015/06/16/live-blogging-from-lyon-stat-mech-comp-large-devs-1

June 16, 2015. Live-blogging from Lyon “Stat mech comp large devs” /1. These days I’ll try to (irregularly) live-blog from the workshop Statistical Mechanics and Computation of Large Deviation Rate Functions. At ENS, Lyon. Apparently talks will be recorded and put online. The emphasis is supposed to be on techniques for computation and even on experiment, rather than theory (so my talk will fall a bit off…). Pathways and Flows in Metastable Marko Chains. Leave a Reply Cancel reply. Enter your comment here.

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Mathematical Trends in Reaction Network Theory in Copenhagen /3 – out of equilibrium

https://tomate.wordpress.com/2015/07/03/mathematical-trends-in-reaction-network-theory-in-copenhagen-3

July 3, 2015. July 3, 2015. Mathematical Trends in Reaction Network Theory in Copenhagen /3. Dynamics of phosphorylation cycles. Something like X - X Phophate - X 2 Phosphate - X, which uses energy but goes back to the initial state so seems to be pointless. A quite detailed list of more and more mathematical results on existence of periodic solutions in the cascade follows. Statistical inference with a chemical soup. In the same spirit as Doty, how would we design a network to do something interesting?

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Mathematical Trends in Reaction Network Theory in Copenhagen /1 – out of equilibrium

https://tomate.wordpress.com/2015/07/01/mathematical-trends-in-reaction-network-theory-in-copenhagen-1

July 1, 2015. July 1, 2015. Mathematical Trends in Reaction Network Theory in Copenhagen /1. I’ll try to live-blog my notes from this very interesting conference. Knowing that I can hardly compete with Azimuth. Computational aspects of quasi-steady state reduction. To derive the reduced equation, different assumption can be made ( Briggs-Haldane vs. Michaelis-Menten. More or less rigorous. For systems in Tikhonov standard form. There exists a theorem that says that for. Thus allowing also for fractional ...

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,” or “, ? – out of equilibrium

https://tomate.wordpress.com/2015/05/25/or

May 25, 2015. 8221; or “,? As an author in English, my writings are edited by editors who correct my manuscripts. Of course, they know English better than I do, but I’m always disappointed when they replace. Bla bla “something”, bla bla. Bla bla “something,” bla bla. I believed this to be an occasional misinerpretation of grammar by one particular editor. Instead, today I read from the NYT. A) Is this an old and illogical rule deeply founded in English grammar? C) Can we correct this? That wasn’t a...

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Cycle representations of Markv paths – out of equilibrium

https://tomate.wordpress.com/2015/08/18/cycle-representations-of-markv-paths

August 18, 2015. August 18, 2015. Cycle representations of Markv paths. Cycles are my personal obsession, so I try to intercept any paper containing the words “cycle” and “Markov” (with the aim of, one day, condense all this stuff into a report on cycles in Stochastic Thermodynamics). In this post and a future one I will try to explain what I understand about this remarkable paper:. Chen Jia, Daquan Jiang, Minping Qian,. There are several ways. The first, which subtends Schnakenberg’s theory an...Then ge...

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Seminar – Matthieu Verstraete: Ab initio thermoelectric properties – out of equilibrium

https://tomate.wordpress.com/2015/07/14/seminar-matthieu-verstraete-ab-initio-thermoelectric-properties

July 14, 2015. Seminar – Matthieu Verstraete: Ab initio thermoelectric properties. From the University of Liège. Work with Xu, Di Gennaro, Delhadj, Dewandre, Verstraete. Physical strategies to save energy are: Waste heat scavenging, exploiting phase transformations [ Nature 502. Magnetic induction, MEMS/NEMS, via sensors-smart clothes-WiFi-power plants, and most importantly thermoelectrics. Is the so-called Seebeck coefficient whose. Calculation this talk aims at. Bell, Science 321. Vining, Nat Mat 8.

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About toothpaste – out of equilibrium

https://tomate.wordpress.com/about-toothpaste

Homepage of Matteo Polettini. I’m a Post-doc in physics at the University of Luxembourg,. In the Complex Systems and Statistical Mechanics group. I work on topics in Nonequilibrium Statistical Mechanics. As a theoretician, I work with chalk, slate, graphite and paper. 8220;What are you thinking? 8221; “Entropy” “Entropy? 8221; “Yeah, entropy. Boris explained it. It’s why you can’t get the toothpaste back in the tube.”. Woody Allen, Whatever works. 162 A, avenue de la Faïencerie. 352) 46 66 44 6360. MP, A...

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out of equilibrium – Page 2 – a blog about toothpaste

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July 22, 2016. July 22, 2016. Live-blogging from STATPHYS26 /5. Last day. Blogging will be feeble. Force from non-equilibrium fluctuations. July 21, 2016. July 21, 2016. Live-blogging from STATPHYS26 /4. Models of antibiotic action on bacterial growth. Memory. So my question remains open: is it possible to model active matter with Langevin equations? From this talk it would seem that no. Thermodynamics of the motility-induced phase separation. Collective behavior in animal groups. This is not what they a...

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inordinatum | Physics and Mathematics of Disordered Systems

Physics and Mathematics of Disordered Systems. Leave a comment ». Let’s take some fluctuating time series — say the value of some financial asset, like a stock price. What is its average growth rate? This seemingly trivial question came up in a recent discussion I had with a friend; obviously, it is relevant for quantitative finance and many other applications. Looking at it in more detail, it turns out that a precise answer is actually not that simple, and depends on the time range. Of an asset at.

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