'Passage time' presentation slideshows

Exact solutions for first-passage and related problems in certain classes of queueing system

Exact solutions for first-passage and related problems in certain classes of queueing system. Michael J Kearney School of Electronics and Physical Sciences University of Surrey June 29 th 2006. Presentation outline. Introduction to the Geo/Geo/1 queue Some physical examples

558 views • 43 slides

Exact solutions for first-passage and related problems in certain classes of queueing system

Exact solutions for first-passage and related problems in certain classes of queueing system. Michael J Kearney School of Electronics and Physical Sciences University of Surrey June 29 th 2006. Presentation outline. Introduction to the Geo/Geo/1 queue Some physical examples

435 views • 43 slides

Optimal search strategies for hidden targets

353 views • 35 slides

Random walks in complex networks

????????????????????????. Random walks in complex networks. ? ? ? ???????????? Email: zhangzz@fudan.edu.cn Homepage: http://homepage.fudan.edu.cn/~zhangzz/ 20 10 ? 7 ? 26-31 ?. Brief introduction to our group. What is a random walk. Important parameter of random walks.

575 views • 34 slides

Knowledge Transfer @CERN

Knowledge Transfer @CERN. Manjit Dosanjh Knowledge Transfer SKF, Rabat, 11 May 2013. Knowledge Sharing. CERN considers knowledge and technology transfer as an integral part of its mission. CERN technologies have applications in several domains with high relevance to society.

494 views • 27 slides

Lower bound Scaled Brownian Motion Michna 1998 Lim & Muniandy 2002

Lecture 1 EXTINCTION Shripad Tuljapurkar Biology Deptt and Population Research Center Stanford University. Lower bound Scaled Brownian Motion Michna 1998 Lim & Muniandy 2002. Lower bound Norros 1994. H=0.5. H=0.75. H=0.95. DENSITY OF T SIMULATIONS, UPPER BOUND (SBM). H=0.5. H=0.75.

332 views • 19 slides

Advanced rate theory

Advanced rate theory. Reviews in Modern Physics 62, 251-341 (1990). Advanced rate theory. Given: two states (A and C) of local stability The coordinate x describes the dynamics of the escape process. x is usually coupled to solvent coordinates. Therefore x is a stochastic variable.

383 views • 18 slides

Prognosis of Gear Health Using Gaussian Process Model

Prognosis of Gear Health Using Gaussian Process Model. Department of Adaptive systems, Institute of Information Theory and Automation , May 2011, Prague. Motivation. An estimated 95% of installed drives belong to older generation - n o embedded diagnostics functionality

279 views • 18 slides

3.6 First Passage Time Distribution

3.6 First Passage Time Distribution. ???. Introduction. In this section, we work only with Brownian motion, the continuous-time counterpart of the symmetric random walk. We begin here with a martingale containing Brownian motion in the exponential function.

258 views • 14 slides

Traffic Signals 101

Traffic Signals 101. Topic 6 Controller Operations. Controller Operations. Econolite Controllers. KMC8000. ASC8000. Controller Operations. Econolite Controllers. ASC2. ASC2S. Controller Operations. Econolite Controllers. KMC10,000. ASC2M. Controller Operations. ASC3.

318 views • 9 slides