30563 - MATHEMATICAL MODELLING FOR NEUROSCIENCE
Department of Computing Sciences
ALESSANDRO SANZENI
Suggested background knowledge
Mission & Content Summary
MISSION
CONTENT SUMMARY
Biophysics of neurons and synapses
• Dynamics of networks of neurons
• Neural encoding and decoding of information
• Learning and memory in neural circuits
Intended Learning Outcomes (ILO)
KNOWLEDGE AND UNDERSTANDING
Understand basic neurobiological concepts
• Understand experimental results obtained with recently developed technologies
• Understand phenomenological, mechanistic and normative models of neurobiological processes underlying brain functions
APPLYING KNOWLEDGE AND UNDERSTANDING
• Compute response dynamics in single neuron, synapses, and neural networks models
• Interpret experimental data obtained in neurobiological recordings
• Analyze learning in simple neural network models
Teaching methods
- Face-to-face lectures
- Exercises (exercises, database, software etc.)
- Individual assignments
DETAILS
Throughout the course, home assignments will be given to test the students’ understanding of the concepts taught in class, and to deepen the knowledge of the field.
Assessment methods
Continuous assessment | Partial exams | General exam | |
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ATTENDING AND NOT ATTENDING STUDENTS
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The written exam will test the students’ understanding of the concepts taught in class.
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The group assignment will test the students’ ability to apply these concepts to specific
neurobiological problems.
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Grading scheme:
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General written exam: 50% of the final grade.
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Group assignment: 50% of the final grade.
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Teaching materials
ATTENDING AND NOT ATTENDING STUDENTS
The recommended textbook is:
• L. F. Abbott and P. Dayan, Theoretical Neuroscience: Computational and Mathematical Modeling of Neural Systems, The MIT Press, 2005. Additional relevant references will be provided during the course.