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現在位置: ホーム ja シラバス(2020年度) 工学部 地球工学科 Plan & Mng of S Sys

Plan & Mng of S Sys

JA | EN

科目ナンバリング
  • U-ENG23 33521 LE73
  • U-ENG23 33521 LE55
  • U-ENG23 33521 LE24
開講年度・開講期 2020・前期
単位数 2 単位
授業形態 講義
対象学生 学部生
使用言語 英語
曜時限 木2
教員
  • Cruz Ana Maria(防災研究所 教授)
  • QURESHI,Ali Gul(工学研究科 准教授)
  • SCHMOECKER,Jan-Dirk(工学研究科 准教授)
授業の概要・目的 This lecture series explains why and how society can be regarded as a system and described with mathematical tools. Predicting changes in a society and influencing society in a desired direction are closely related to infrastructure planning and management. Basic concepts and frameworks of typical models that are indispensable for the analysis of (social) system states and trends are introduced. Moreover the lectures cover theories in social psychology and discuss how cultural differences impact infrastructure planning.
到達目標 To provide students with a complex system perspective of society and to clarify the role of infrastructure planning and management. Further, to provide understanding of some mathematical and psychological typical models for system analysis.
授業計画と内容 Week 1: Introduction, Problems of infrastructure planning and management, and its methodology. Abstract of systems analysis and "physics of society".
Weeks 2-3: Markov models, Markov process. Transition probability matrix. Steady state.
Weeks 4: Time-series predicting model, Serial correlation. Auto-Regressive model. AutoRegressive-Moving Average model.

Weeks 5-6: Queuing theory, single and multiple queues, examples for different M/D/k queues

Weeks 7-8: Game theory and general social dilemma situations, Strategic interdependency. Nash equilibrium. Typical models. Social dilemma situations and infrastructure planning.

Weeks 9-10: Social psychology and planning, Attitudes, values and their influence on behavior and planning

Weeks 11- 14: Hazard Analysis, Examples of major accident analysis; fault trees and event trees.

This is followed by a final exam and feedback class.
成績評価の方法・観点 Joined judgement of report and end of term exam.
履修要件 特になし
授業外学習(予習・復習)等 Handouts should be reviewed by students. For each of the three main parts of the course a homework will be given that reviews the class content.
教科書
  • Handouts will be distributed in class as well as links for further reading on specific topics covered in the course.
参考書等
  • Hillier, F.S. and Lieberman, G.J. (2015) Introduction to Operations Research. 10th Edition. McGraw Hill. isbn9781259253188 Straffin, P.D. (1993). Game Theory and Strategy. The Mathematical Association of America. New Mathematical Library. isbn0883856379 Further useful textbooks and materials are introduded during the lectures.