'Steady state probabilities' diaporamas de présentation

Performance Modeling of Level Switching in Multitier Mobile Communication Systems

Performance Modeling of Level Switching in Multitier Mobile Communication Systems. By C.K. Ng and H.W. Chan Natasha Moodliar Suvelee Sarpotdar. AGENDA. Introduction Performance Model Level Switching Schemes Performance Analysis Enhancement of the Model Conclusions Future Work.

614 views • 61 slides

ETL Queues for Active Data Warehousing

ETL Queues for Active Data Warehousing. Alexis Karakasidis Panos Vassiliadis Evaggelia Pitoura. Dept. of Computer Science University of Ioannina. Forecast. We demonstrate that we can employ queue theory to predict the behavior of an Active ETL process

588 views • 45 slides

CS433 : Modeling and Simulation

CS433 : Modeling and Simulation. Lecture 10: Discrete Time Markov Chains Dr. Shafique Ahmad Chaudhry Department of Computer Science E-mail: hazrat.shafique@gmail.com Office # GR-02-C Tel # 2581328. Markov Processes. Stochastic Process X ( t ) is a random variable that varies with time.

1.19k views • 33 slides

SITAR: A Scalable Intrusion Tolerant Architecture for Distributed Services

SITAR: A Scalable Intrusion Tolerant Architecture for Distributed Services. Prof. Kishor S. Trivedi Electrical Engineer Department Duke University, NC. Dr. Feiyi Wang Advanced Networking Research MCNC Research Triangle Park, NC. SITAR Approach Highlights.

424 views • 30 slides

1.24k views • 25 slides

??????? ? ?????????? (??? 263) Probability and Statistics

Course code MSC 263 Class Days Sunday, Wednesday Credit hours 3hrs Instructor A. Sultan Email amsultan_52@yahoo.com Site www.freewebs.com/amsultan_52. ??????? ? ?????????? (??? 263) Probability and Statistics . Course Grading Policy Quiz1 wk4 5 pts MT wk9 15 pts Quiz2 wk11 5 pts

410 views • 20 slides

Chapter 2 Machine Interference Model

Chapter 2 Machine Interference Model. Long Run Analysis Deterministic Model Markov Model. Problem Description. Group of m automatic machines Operator must change tools or perform minor repairs How many machines should be assigned to one operator? Performance measures

473 views • 15 slides

11. Markov Chains (MCs) 2

11. Markov Chains (MCs) 2. Courtesy of J. Bard, L. Page, and J. Heyl. 11.2.1 n-step transition probabilities (review). Transition prob. matrix. n-step transition prob. from state i to j is n-step transition matrix (for all states) is then For instance, two step transition matrix is.

277 views • 14 slides

11. Markov Chains (MCs) 2

11. Markov Chains (MCs) 2. Courtesy of J. Bard, L. Page, and J. Heyl. 11.2.1 n-step transition probabilities (review). Transition prob. matrix. n-step transition prob. from state i to j is n-step transition matrix (for all states) is then For instance, two step transition matrix is.

270 views • 14 slides

EMGT 501

EMGT 501. Final Exam Due: December 14 (Noon), 2004. Note Summarize your solutions in a condensed way. Send your PPS at toshi@nmt.edu . Answer on PPS that has a series of slides. Do not discuss the Final Exam with other people.

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PageRank

739 views • 11 slides