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學(xué)術(shù)交流
學(xué)術(shù)交流

    劉軍博士學(xué)術(shù)討論班

    2013-06-29 楊晗 點(diǎn)擊:[]

    劉軍博士自2005年以來任英國北愛爾蘭奧斯特大學(xué)(Ulster University)Jordanstown校區(qū)計(jì)算與kaiyun開云官方網(wǎng)站幾乎最年輕(僅有1位比他年輕)的講師,也是奧斯特大學(xué)計(jì)算機(jī)科學(xué)研究所(CSRI)的核心研究成員。在此之前,他20022月—200412月,在英國曼徹斯特大學(xué)管理學(xué)院做博士后研究,20003月—20022月,在比利時(shí)國家核研究中心(SCK?CEN)做博士后研究。他分別于1993年,1996年獲得中國kaiyun開云官方網(wǎng)站應(yīng)用數(shù)學(xué)的學(xué)士和碩士學(xué)位,并于1999年獲得中國kaiyun開云官方網(wǎng)站交通信息工程及控制專業(yè)的博士學(xué)位,師從kaiyun開云官方網(wǎng)站徐揚(yáng)教授。

    討論班地址:九里校區(qū)1409. 計(jì)劃如下:

    Summer Short-Term Teaching and Research Seminars Plan

    Module Title:   

    Advanced Operational Research

    Year/Term: 2013/Summer

    Module Coordinator: Dr Jun Liu



    Sessions

    Dates

    Hours

    Topics

    1

    Tuesday, 2nd July, 2013

    9-12am

    Introduction to Operational Research

    (State ofArtoverview. Why OR and case studies illustration of applications)

    2

    Tuesday, 2nd July, 2013

    2:30-5:30pm

    Linear Programming

    (Theory insight of Linear Programming. Algebraic derivation of the Simplex Method. The big-M method)

    Duality

    (The Duality theorem. The Dual Simplex Method)

    3

    Wednesday, 3rd July, 2013

    9:30-12am

    Topic 1: xxx (by Prof Luis Martínez López)

    Topic 2: xxx (by Dr Jun Liu)

    4

    Wednesday, 3rd July, 2013

    2:30-5:30pm

    Integer Programming

    (Cutting planes. The all-integer and the mixed integer-continuous variable methods. Branch-and-bound)

    Dynamic Programming

    (Bellman's method. Successive approximations. Applications of Dynamic Programming to other problems such as the knapsack problem)

    5

    Monday, 8th July, 2013

    9-12am

    Artificial Intelligence and OR

    (The AI approach. NP-completeness and the travelling salesman problem. Heuristic optimisation methods, simulated annealing, tabu searches)

    6

    Monday, 8th July, 2013

    2:30-5:30pm

    Artificial Intelligence and OR

    (Genetic Algorithms; Artificial Neural Network and Knowledge-Based Systems)

    7

    Tuesday, 9th July, 2013

    9-12am

    Markov Chains

    (Definitions and examples. The Chapman- Kolmogorov equations. Steady-state solutions. Classification of states. The Perron-Frobenius theorems. Reducibility, communication, periodicity, recurrent and absorbing states)

    8

    Tuesday, 9th July, 2013

    2:30-5:30pm

    The Poisson Process

    (Distribution of the number of events in a time interval and the inter-event time)

    9

    Tuesday, 10th July, 2013

    9-12am

    Queuing Theory

    (The stationary and time dependent M/M/1 queue. The M/G/1 queue. More advanced queuing models)

    10

    Tuesday, 10th July, 2013

    2:30-5:30pm

    Simulation

    (Generation of pseudo-random numbers and variables. Simulation of Markov Chains and Queues. Simulation languages)

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