'Stochastic processes' diaporamas de présentation

Somatic evolution and cancer

Somatic evolution and cancer. Natalia Komarova (University of California - Irvine). Plan. Introduction: The concept of somatic evolution Methodology: Stochastic processes on selection-mutation networks Two particular problems:

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Alessandro Vercelli Department of Economic Policy, Finance and Development (DEPFID)

Lecture 4bis A Perspective on Minsky Moments: a R evisitation of the Core of The Financial Instability Hypothesis. Alessandro Vercelli Department of Economic Policy, Finance and Development (DEPFID) University of Siena. Presentation based on:.

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The VLBI2010 Broadband System: First Geodetic Results

The VLBI2010 Broadband System: First Geodetic Results. Reported by Arthur Niell MIT Haystack Observatory. 1. GGAO12M Development Team.

832 views • 63 slides

Lecture 17 Hypothesis Testing

Lecture 17 Hypothesis Testing. Last Time Central Limit Theorem: Proof and Applications The Chernoff Bound From Probability to Statistics Sample Mean: Expected Value and Variance Derivation of a R.V. from the Expected Value Point Estimate of Model Parameters

740 views • 61 slides

Random Processes Introduction (2)

Random Processes Introduction (2). Professor Ke-Sheng Cheng Department of Bioenvironmental Systems Engineering E-mail: rslab@ntu.edu.tw. Stochastic continuity . Stochastic Convergence.

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CMSC 426: Image Processing (Computer Vision)

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Electrical and Computer Engineering Graduate Student Orientation

Electrical and Computer Engineering Graduate Student Orientation. Cleveland State University January 30, 2009. Schedule. 12:15-12:30 Welcome and Introduction Dr. Fuqin Xiong, Department Chair 12:30-12:45 Degree requirements Dr. Ana Stankovic and Dr. Yongjian Fu

622 views • 45 slides

Dynamical Systems, Stochastic Processes, and Probabilistic Robotics

Dynamical Systems, Stochastic Processes, and Probabilistic Robotics. David Rosen. Goals. Overview of some of the big ideas in autonomous systems Theme: Dynamical and stochastic systems lie at the intersection of mathematics and engineering ZOMG ROBOTS!!!. What is a robot?.

568 views • 42 slides

Statistical Mechanics of Proteins

Statistical Mechanics of Proteins. Ioan Kosztin. Department of Physics & Astronomy University of Missouri - Columbia. Equilibrium and non-equilibrium properties of proteins Free diffusion of proteins Coherent motion in proteins: temperature echoes Simulated cooling of proteins.

746 views • 39 slides

INTERNATIONAL DEVELOPMENTS IN ACTUARIAL EDUCATION

INTERNATIONAL DEVELOPMENTS IN ACTUARIAL EDUCATION. Chris Daykin Chairman, Education Committee European Actuarial Consultative Group. ROUTES TO ACTUARIAL EDUCATION. exams offered by the profession university education professional exams allowing for exemptions

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Stochasticity of Correlations

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Models of Volatility Smiles II

Models of Volatility Smiles II. Chapter 9: ADVANCED OPTION PRICING MODEL. Three Alternatives to Geometric Brownian Motion. Stochastic Volatility by Heston (1993) Implied Volatility Function Model by Andersen and Brotherton-Ratcliffe (1997/98)

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The free-energy principle : a rough guide to the brain ? K Friston

The free-energy principle : a rough guide to the brain ? K Friston. Computational Modeling of Intelligence 11.03.04.(Fri) Summarized by Joon Shik Kim. Sufficient Statistics.

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Nanoscale Communication : Energy and Information

Nanoscale Communication : Energy and Information. Tap the existing world of biological nanotechnology by constructing molecular level, functional interfaces between living systems and synthetic technology Domesticate life at the molecular and cellular level

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Simulating System Performance

Simulating System Performance. Water Resources Planning and Management Daene C. McKinney. Reservoir Management. Important task for water managers around the world. Models used to simulate or optimize reservoir performance

278 views • 19 slides

Random walk

Random walk. Presented by Changqing Li Mathematics Probability Statistics. What is a Random Walk?. An Intuitive understanding : A series of movement which direction and size are randomly decided (e.g., the path a drunk person left behind ).

923 views • 18 slides

Sources of Uncertainty and Current Practice for Addressing Them: Toxicological Perspective

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Speech Processing

Speech Processing. Speech Processing:. Text: Discrete time processing of speech Signals Deller,Proakis,Hansen,1993 Fundamentals of speech recognition Rabiner,Juang,1993 Advances in speech signal processing Furui,Sondhi,1991 Home Page: http://ce.sharif.edu/~ce967. Speech Processing:.

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Stochastic Processes

Stochastic Processes. Definition: A stochastic process is defined to be an indexed collection of random variables { X t }, where the index t runs through a given set T .

521 views • 5 slides