HGS MathComp Curriculum
| Core Courses | ||||
|---|---|---|---|---|
| Compact Courses | ||||
| info | Mathematical and Computational Methods in Chemistry | Prof. Dr. Andreas Dreuw | March 18 - 22, 2013 | ECTS-Points: 3 |
| Abstract: In this compact course a basic introduction into quantum mechanics and its application to molecules and chemical problems in general is given. Basic approximations to the molecular Schrödinger equation are outlined and the concept of potential energy surfaces and their role in chemistry will be discussed. The Hartree-Fock method forms the basis for all standard quantum chemical calculations and the underlying physical approximations and mathematical methods will be explained. General ideas of methods for the treatment of electron correlation will be presented and approximate methods for the inclusion of environmental effects will be described. The compact course will consist of lectures accompanied by practical exercises on the computer, in which the participants are taught to perform quantum chemical calculations on selected molecules. Please register here: http://hgs.iwr.uni-heidelberg.de/Portfolio_HGS/VERANSTALTUNGEN/reg_form/reg_form.php?id=83 | Time: 8:30 | Location: OMZ, INF 350, Room U011 |
ECTS-Points: 3 | |
| info | Introduction to Monte Carlo Methods | Prof. Dr. Dieter Heermann | April 12 and 13, 2013 | ECTS-Points: 2 |
| Abstract: Compact Course: Introduction to Monte Carlo Methods on April 12 and 13 with a set of lectures introducing Monte Carlo methods. The only prerequisite for this course is a desire to learn more about MC methods. Part of the compact course is a workshop (see above) dedicated to the exchange of ideas on methods as well as on the application of Monte Carlo methods. Link for more information | Time: 9:15 | Location: tba |
ECTS-Points: 2 | |
| info | Ordinary Differential Equations for Non-Mathematicians | Dr. Michael Winckler | April 24th-May 3rd 2013 (see Info for details) | ECTS-Points: 3 |
| Abstract: This course gives an introduction to the theory and numerics of ODE systems. We start with the basic ODE theory and give the facts of the most important properties: * solution of linear ODE systems * existence and uniqueness of solutions * dependence on initial values and parameters The course is especially geared towards students from application areas and tries to also cover the use of numerical software to solve initial value problems: * numerical schemes to solve ODE systems * adaptive components (step size and order) * using ODE software Schedule: April 24th 09:15-12:15 and 13:30-15:00 IWR, R.432 April 26th 09:15-11:30 IWR, R.432 May 2nd 09:15-12:15 OMZ U014 May 2nd 13:30-15:00 IWR, R.520 May 3rd 09:15-12:15 IWR, R.432 Registration: By mail to Michael.Winckler@iwr.uni-heidelberg.de Link for more information | Time: 9:15 | Location: IWR, INF 368, room 432 |
ECTS-Points: 3 | |
| info | Stochastic Calculus for Multiparticle Systems | Prof. Vincenzo Capasso | May 27th - June 11th (see info for details) | ECTS-Points: 3 |
| Abstract: : . Timetable and location: 27.05. 9-13h IWR R.532 28.05. 9-13h OMZ 014 29.05. 9-13h IWR R.432 29.05. 15-17h IWR R.532 03.06. 9-13h 520 04.06. 9-13h OMZ 014 04.06. 15-17h IWR R.432 10.06. 9-13h IWR R. 532 11.06. 9-13h OMZ 014 11.06. 15-17h IWR R.432 Remark: Office of Prof. Capasso: IWR, R 431 Registration: by mail to vincenzocapasso.vincenzocapasso@gmail.com | Time: 9:00 | Location: IWR, INF 368 & OMZ, INF 350 (see info for details) |
ECTS-Points: 3 | |
| info | Classical, Digital, and Modern Design Methods for Linear Feedback Control Systems | Prof. Richard Longman | June 17-20, 2013 | ECTS-Points: 3 |
| Time: 8:30 | Location: tba |
ECTS-Points: 3 | ||
| Software Training | ||||
| info | DUNE/PDELab Course 2013 | Prof. Dr. Peter Bastian | March 11th-15th , 2013 | ECTS-Points: 3 |
| Abstract: The Distributed and Unified Numerics Environment (DUNE) is a software framework for the numerical solution of partial differential equations with grid-based methods. Using generic programming techniques it strives for both: high flexibility (efficiency of the programmer) and high performance (efficiency of the program). DUNE provides, among other things, a large variety of local mesh refinement techniques, a scalable parallel programming model, an ample collection of finite element methods and efficient linear solvers. DUNE-PDELab is a powerful tool for implementing discretisations of partial-differential equations. It helps to substantially reduce the time to implement discretizations and solvers for (systems of) PDEs based on DUNE. It is not only suitable for rapid prototyping but also for building highly performant simulation software and is used by a variety of projects already. This one week course will provide an introduction to the most important DUNE modules and especially to DUNE-PDELab. At the end the attendees will have a solid knowledge of the simulation workflow from mesh generation and implementation of finite element and finite volume methods to visualization of the results. Topics covered are the solution of stationary and time-dependent problems, as well as local adaptivity, the use of parallel computers and the solution of non-linear PDE_s and systems of PDE_s. Prerequisites Successful participation requires knowledge of object-oriented programming using C++ including generic programming with templates (this knowledge will be brushed up on the first day of the course). A solid background on numerical methods for the solution of PDEs is expected. Registration Participation is free of charge for students at Heidelberg University. For other participants the registration fee is 200 . Registration is required for all participants. The registration fee covers: * Course materials * Lunch * Coffee breaks * Icebreaker * Participation at the dune course dinner. Please register until February 24 2013 at this page. http://conan.iwr.uni-heidelberg.de/dune-workshop/index.html Link for more information | Time: 9:00 | Location: IWR INF 368 R 432 and OMZ U011/U012 |
ECTS-Points: 3 | |
| info | Introduction to Gascoigne | Prof. Dr. Thomas Richter | April 8-12, 2013 | ECTS-Points: 3 |
| Link for more information | Time: 10:15 | Location: INF 294, Computer Pool |
ECTS-Points: 3 | |
| info | Solving Multilevel-Problems with Gascoigne | Prof. Dr. Thomas Richter | First Meeting April 16,2013 | ECTS-Points: 3 |
| Link for more information | Time: 15:15 | Location: INF 293, room 215 |
ECTS-Points: 3 | |
| Key Competence Courses | ||||
| info | Project Management Tailored for Doctoral Thesis | Dr. Karen Dittmann | July 3 & 4, & Oct.9, 2013 | ECTS-Points: 2 |
| Abstract: Working as a PhD student you have the challenging task of developing research findings and write you doctoral thesis within three years. This alone is a demanding job. In addition, it is vital to the scientific process that your findings are presented to the scientific community. For most PhD students this is the first big project in their professional life and it could have a crucial impact on their future professional career. PhD students are highly motivated when they start their PhD studies but may underestimate the need for professional management for this three-year project \\\"doctoral thesis\\\". This seminar demonstrates how to approach the doctoral thesis in a professional way. Project management tools and techniques are used, tailored to the specific situation of PhD students. You will learn how to set a project vision, define clear objectives, gain buy-in from your supervisor and other colleagues in your group, and how to develop a project plan, which is structured and at the same time flexible enough to easily adjust to unexpected findings. You will establish a \\\"controlling cycle\\\" which helps you to recognise risks and problems as early as possible, and you will learn how to manage critical situations and deal with ups and downs. Furthermore, networking with colleagues, supervisors and other people is an important topic of this seminar. Throughout the seminar, you will work on your own doctoral thesis and share your experience with others. This seminar is most beneficial for PhD students who are in the early phases of their doctoral thesis. At the end of the seminar you will have established a strategy on how to approach your own doctoral thesis. During the follow-up REVIEW we will share experience and best practices and deal with open questions from the first module. This seminar will help you to make the most effective use of your three years and finish your doctoral thesis on time. You will also learn and practise the basic concepts of project management - which are required in industry and research institutions. Please register here: http://hgs.iwr.uni-heidelberg.de/Portfolio_HGS/VERANSTALTUNGEN/reg_form/reg_form.php?id=81 | Time: 9:00 | Location: INF 368 / IWR R 520 |
ECTS-Points: 2 | |
| info | Doctorate and then what? | Monika Puls-Rademacher | June 4th & 5th 2013, 09:00-17:00 | ECTS-Points: 2 |
| Abstract: The decision to pursue a particular career has a great impact on one_s further personal development. With this is mind, it is crucial to make a carefully considered and well-founded decision for an individually tailored career. This workshop provides a variety of information about career paths within and outside of academia and explains the special rules of each professional field. Participants will have an opportunity to assess their current situation in detail as a basis for further planning their professional profile. | Time: 9:00 | Location: IWR, INF 368, room 520 |
ECTS-Points: 2 | |
| Workshops & Schools | ||||
|---|---|---|---|---|
| Workshops | ||||
| info | 6. Workshop on Monte-Carlo-Methods | Prof. Dr. Dieter Heermann | April 12-13, 2013 | ECTS-Points: 1 |
| Link for more information | Time: 8:30 | Location: IWR R 432 |
ECTS-Points: 1 | |
| info | Multiple Shooting and Time Domain Decomposition Methods (MuS-TDD) | Thomas Carraro, Michael Geiger, Stefan Körkel, Rolf Rannacher | 6-8 May 2013 | ECTS-Points: 1 |
| Abstract: The workshop treats recent trends in multiple shooting for the solution of boundary value and optimization problems for differential equations, in particular optimal control. Especially for PDE, multiple shooting is discussed in the wider framework of various time domain decomposition methods. Altogether, the range from numerical analysis and algorith- mic aspects to challenging applications is covered. Invited Speakers (confirmed) H. G. Bock (Heidelberg) M. Diehl (Leuven) M. J. Gander (Geneva) Y.Hasegawa(Tokyo) M. Heinkenschloss (Houston) V.Schulz(Trier) S. Ulbrich (Darmstadt) http://mus-tdd.uni-hd.de Link for more information | Time: 8:00 | Location: IWR, r 432 |
ECTS-Points: 1 | |
| Schools | ||||
| info | Summer School 2013 | O. Ippisch, K. Roth, H.-J. Vogel | July 29 - Aug 2, 2013 | ECTS-Points: 3 |
| Abstract: -Fundamentical physical processes and current concepts for subsurface transport of water and solutes - multiscale aspect oof sedimentary material - macroscopic phenomena and effective descriptions - numerical simulation of flow and transport in porous media Basic knowledge of terrestrial systems recommended Link for more information | Time: 8:30 | Location: IWR R 432 & OMZ U011/12 |
ECTS-Points: 3 | |
| Further Studies | ||||
|---|---|---|---|---|
| Lectures | ||||
| info | Molecular Modeling | Prof. Peter Comba, Dr. Bodo Martin | Mondays 14.00-15.00 | ECTS-Points: 1 |
| Time: 14:00 | Location: INF 503, SR 118 |
ECTS-Points: 1 | ||
| info | Stochastic Algorithms | Sándor Baran | Mondays & Wednesdays 09:00-11:00 | ECTS-Points: 4 |
| Time: 9:00 | Location: INF 294, AM HS -104 |
ECTS-Points: 4 | ||
| Practicals | ||||
| info | Objekterkennung und Computersehen | Prof. Björn Ommer | tba | ECTS-Points: 6 |
| Link for more information | Time: 12:00 | Location: HCI, Speyerer Str. 6, G 3.11 |
ECTS-Points: 6 | |
| info | Molecular Modeling | Prof. Peter Comba, Dr. Bodo Martin et al. | Preliminary discussion: April 15. 2013 | ECTS-Points: 3 |
| Time: 8:00 | Location: tba |
ECTS-Points: 3 | ||
| Seminars | ||||
| info | Objekterkennung und Computersehen | Prof. Björn Ommer | tba | ECTS-Points: 3 |
| Link for more information | Time: 11:00 | Location: HCI, Speyerer Str. 6, G 3.11 |
ECTS-Points: 3 | |
