neu240 - Computational Neuroscience - Introduction

neu240 - Computational Neuroscience - Introduction

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Module label Computational Neuroscience - Introduction
Modulkürzel neu240
Credit points 9.0 KP
Workload 270 h
Institute directory Department of Neurosciences
Verwendbarkeit des Moduls
  • Master's Programme Neuroscience (Master) > Background Modules
Zuständige Personen
  • Kretzberg, Jutta (module responsibility)
  • Greschner, Martin (Module counselling)
  • Hildebrandt, Jannis (Module counselling)
Prerequisites
attendance in pre-meeting
Skills to be acquired in this module
Neurosci. knowlg. Expt. methods Independent research + Scient. literature + Social skills
Interdiscipl. knowlg. ++ Maths/Stats/Progr. + Data present./disc. + Scientific English Ethics
Upon successful completion of this course, students
have acquired good programming skills (in Matlab)
are able to implement and apply algorithms
have learned to handle scientific data independently
have acquired theoretical and practical knowledge of advanced data analyis techniques
know about computational model approaches on different levels of abstraction
know how to perform model simulations for single cells and small neuronal networks
can interpret simulation results in a neuroscientific context
Module contents
This course consists of four weeks with different topics, which are introduced in lectures,
discussed in depth using selected literature in the seminar and consolidated in computer-based
hands-on exercises (in Matlab). Portfolio tasks, mainly interpretation of programming results are
given every day.
Week 1: Background and Matlab preparation week
practice of programming principles (functions,scripts, if, loops, structures, cell arrays)
revision of neuroscience backgrounds (neuron, membrane, spike)
Week 2: Spike train analysis
response tuning, spike triggered average, receptive fields, linear-nonlinear model, spike
correlation, linear reconstruction, classification
Week 3: Neuron models
Conductance-based single cell models using differerential equations (passive membrane
equation, integrate and fire, Hodgkin Huxley, alpha synapses)
Week 4: Network models
small networks (lateral inhibition, central pattern generator)
larger networks (Integrate and fire networks, rate models, inhibition-excitation balance, learning)
Literaturempfehlungen
Dayan / Abbott: Theoretical Neuroscience: Computational and Mathematical Modeling of Neural Systems. MIT Press (More text books will be suggested prior to the course).
Scripts for each course day will be provided prior to / during the course
Copies of scientific articles for the seminar will be provided prior to the course
Links
Language of instruction English
Duration (semesters) 1 Semester
Module frequency jährlich
Module capacity unlimited
Reference text
Course in the first half of the semester
Lehrveranstaltungsform Comment SWS Frequency Workload of compulsory attendance
Lecture 1 14
Exercises 4 56
Seminar 1 14
Präsenzzeit Modul insgesamt 84 h
Examination Prüfungszeiten Type of examination
Final exam of module
during the course
Portfolio, consisting of daily short tests, programming exercises and short reports

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