## Dirk Helbing: Katalogdaten im Herbstsemester 2017 |

Name | Herr Prof. Dr. Dirk Helbing |

Lehrgebiet | Computational Social Science |

Adresse | Computational Social Science ETH Zürich, STD F 3 Stampfenbachstrasse 48 8092 Zürich SWITZERLAND |

Telefon | +41 44 632 88 80 |

Fax | +41 44 632 17 67 |

dirk.helbing@gess.ethz.ch | |

Departement | Geistes-, Sozial- und Staatswissenschaften |

Beziehung | Ordentlicher Professor |

Nummer | Titel | ECTS | Umfang | Dozierende | |
---|---|---|---|---|---|

851-0252-04L | Behavioral Studies Colloquium | 2 KP | 2K | M. Kapur, H.‑D. Daniel, D. Helbing, C. Hölscher, R. Schubert, C. Stadtfeld, E. Stern, E. Ziegler | |

Kurzbeschreibung | This colloquium offers an opportunity for students to discuss their ongoing research and scientific ideas in the behavioral sciences, both at the micro- and macro-levels of cognitive, behavioral and social science. It also offers an opportunity for students from other disciplines to discuss their research ideas in relation to behavioral science. The colloquium also features invited research talks. | ||||

Lernziel | Students know and can apply autonomously up-to-date investigation methods and techniques in the behavioral sciences. They achieve the ability to develop their own ideas in the field and to communicate their ideas in oral presentations and in written papers. The credits will be obtained by a written report of approximately 10 pages. | ||||

Inhalt | This colloquium offers an opportunity for students to discuss their ongoing research and scientific ideas in the behavioral sciences, both at the micro- and macro-levels of cognitive, behavioral and social science. It also offers an opportunity for students from other disciplines to discuss their ideas in so far as they have some relation to behavioral science. The possible research areas are wide and may include theoretical as well as empirical approaches in Social Psychology and Research on Higher Education, Sociology, Modeling and Simulation in Sociology, Decision Theory and Behavioral Game Theory, Economics, Research on Learning and Instruction, Cognitive Psychology and Cognitive Science. Ideally the students (from Bachelor, Master, Ph.D. and Post-Doc programs) have started to start work on their thesis or on any other term paper. Course credit can be obtained either based on a talk in the colloquium plus a written essay, or by writing an essay about a topic related to one of the other talks in the course. Students interested in giving a talk should contact the course organizers (Ziegler, Kapur) before the first session of the semester. Priority will be given to advanced / doctoral students for oral presentations. The course credits will be obtained by a written report of approximately 10 pages. The colloquium also serves as a venue for invited talks by researchers from other universities and institutions related to behavioral and social sciences. | ||||

851-0585-04L | Lecture with Computer Exercises: Modelling and Simulating Social Systems with MATLAB Maximale Teilnehmerzahl: 70 Besonders geeignet für Studierende D-MAVT, D-INFK, D-ITET, D-MTEC, D-PHYS. | 3 KP | 2S | O. Woolley, D. Helbing, L. Sanders | |

Kurzbeschreibung | This course introduces mathematical and computational models to study social systems, the mathematical software package MATLAB, and the process of scientific research. Students develop a significant project, implementing a model and communicating their results through a seminar thesis and a short oral presentation. | ||||

Lernziel | The students should learn how to use MATLAB as a tool to solve various scientific problems. MATLAB is an integrated environment with a high level programming language which makes it possible to quickly find numerical solutions to a wide range of scientific problems. Furthermore, it includes a rich set of tools for graphically presenting the results. After the students have learned the basic structure of the programming language, they should be able to implement social simulation models in MATLAB and document their skills through a seminar thesis and finally give a short oral presentation. | ||||

Inhalt | This course introduces first the basic functionalities and features of the mathematical software package MATLAB, such as the simple operations with matrices and vectors, differential equations, statistical tools, the graphical representation of data in various forms, and video animations of spatio-temporal data. With this knowledge, students are expected to implement themselves in MATLAB, models of various social processes and systems, including agent-based models, e.g. models of interactive decision making, group dynamics, human crowds, or game-theoretical models. Part of this course will consist of supervised programming exercises in a computer pool. Credit points are finally earned for the implementation of a mathematical model from the sociological literature in MATLAB and the documentation in a seminar thesis. | ||||

Skript | The lecture slides will be presented on the course web page after each lecture. | ||||

Literatur | Literature, in particular regarding computer models in the social sciences, will be provided in the course. | ||||

Voraussetzungen / Besonderes | The number of participants is limited to the size of the available computer teaching room. The MATLAB code related to the seminar thesis should be well enough documented for further use by others and must be handed over to the Chair of Sociology, in particular of Modeling and Simulation, for further free and unrestricted use. | ||||

851-0585-41L | Computational Social Science | 3 KP | 2S | D. Helbing, K. K. Kleineberg, C. Koch | |

Kurzbeschreibung | The seminar aims at three-fold integration: (1) bringing modeling and computer simulation of techno-socio-economic processes and phenomena together with related empirical, experimental, and data-driven work, (2) combining perspectives of different scientific disciplines (e.g. sociology, computer science, physics, complexity science, engineering), (3) bridging between fundamental and applied work. | ||||

Lernziel | Participants of the seminar should understand how tightly connected systems lead to networked risks, and why this can imply systems we do not understand and cannot control well, thereby causing systemic risks and extreme events. They should also be able to explain how systemic instabilities can be understood by changing the perspective from a component-oriented to an interaction- and network-oriented view, and what fundamental implications this has for the proper design and management of complex dynamical systems. Computational Social Science and Global Systems Science serve to better understand the emerging digital society with its close co-evolution of information and communication technology (ICT) and society. They make current theories of crises and disasters applicable to the solution of global-scale problems, taking a data-based approach that builds on a serious collaboration between the natural, engineering, and social sciences, i.e. an interdisciplinary integration of knowledge. | ||||

851-0585-48L | Controversies in Game Theory IV: Social Norms and Cooperation | 3 KP | 2V | D. Helbing, H. Nax, H. Rauhut | |

Kurzbeschreibung | The mini-course `Controversies in Game Theory' consists of 5 course units that provide an in-depth introduction to issues in game theory motivated by real-world issues related to social norms and cooperation, with a focus on implications for mechanism design. The course integrates theory from sociology, economics, physics, control theory, disaster response and biology. | ||||

Lernziel | |||||

860-0011-00L | Modelling and Simulating Social Systems with MATLAB (with Coding Project) Nur für Science, Technology, and Policiy MSc. | 6 KP | 2S + 2A | O. Woolley, D. Helbing, L. Sanders | |

Kurzbeschreibung | This course introduces mathematical and computational models to study social systems, the mathematical software package MATLAB, and the process of scientific research. Students develop a significant project, implementing a model and communicating their results through a seminar thesis and a short oral presentation. | ||||

Lernziel | The students should learn how to use MATLAB as a tool to solve various scientific problems. MATLAB is an integrated environment with a high level programming language which makes it possible to quickly find numerical solutions to a wide range of scientific problems. Furthermore, it includes a rich set of tools for graphically presenting the results. After the students have learned the basic structure of the programming language, they should be able to implement social simulation models in MATLAB and document their skills by a seminar thesis, a coding project and finally give a short oral presentation. | ||||

860-0022-00L | Complexity and Global Systems Science Prerequisites: solid mathematical skills. Particularly suitable for students of D-ITET, D-MAVT and ISTP | 3 KP | 2V | D. Helbing, K. K. Kleineberg | |

Kurzbeschreibung | This course discusses complex techno-socio-economic systems, their counter-intuitive behaviors, and how their theoretical understanding empowers us to solve some long-standing problems that are currently bothering the world. | ||||

Lernziel | Participants should learn to get an overview of the state of the art in the field, to present it in a well understandable way to an interdisciplinary scientific audience, to develop models for open problems, to analyze them, and to defend their results in response to critical questions. In essence, participants should improve their scientific skills and learn to think scientifically about complex dynamical systems. | ||||

Inhalt | This course starts with a discussion of the typical and often counter-intuitive features of complex dynamical systems such as self-organization, emergence, (sudden) phase transitions at "tipping points", multi-stability, systemic instability, deterministic chaos, and turbulence. It then discusses phenomena in networked systems such as feedback, side and cascade effects, and the problem of radical uncertainty. The course progresses by demonstrating the relevance of these properties for understanding societal and, at times, global-scale problems such as traffic jams, crowd disasters, breakdowns of cooperation, crime, conflict, social unrests, political revolutions, bubbles and crashes in financial markets, epidemic spreading, and/or "tragedies of the commons" such as environmental exploitation, overfishing, or climate change. Based on this understanding, the course points to possible ways of mitigating techno-socio-economic-environmental problems, and what data science may contribute to their solution. | ||||

Voraussetzungen / Besonderes | Mathematical skills can be helpful |