Neuronal Dynamics: Mathematical Modeling of Neural Activity
Mathematical Methods in Neural Systems: A comprehensive exploration of quantitative tools for analyzing brain dynamics and information processing.
Course Cost
₹ 15,202
Advanced
Skill Level
7 Weeks
Self-paced lessons
Dive into the fascinating world of theoretical and computational neuroscience with this advanced course on neuronal dynamics. Learn how to use sophisticated mathematical tools such as differential equations, phase plane analysis, and stochastic processes to model and understand the behavior of single neurons and neural networks. Explore how neurons encode information through electrical pulses (spikes) and decode complex stimuli. This course provides a solid foundation in computational neuroscience, bridging the gap between biology and mathematics to unravel the mysteries of neural information processing.
What you'll learn
Apply differential equations to model neuronal behavior and dynamics
Use phase plane analysis to understand complex neuronal systems
Analyze spike train variability and its implications for neural coding
Develop and interpret Hodgkin-Huxley models for realistic neuron simulations
Apply stochastic processes to model noise in neuronal systems
Understand the principles of neural coding and decoding
Estimate neuron models from experimental data
Integrate biophysical concepts into mathematical models of neurons
Skills you'll gain
This course includes:
PreRecorded video
Graded assignments, exams
Access on Mobile, Tablet, Desktop
Limited Access access
Shareable certificate
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There are 7 modules in this course
This course offers a comprehensive introduction to theoretical and computational neuroscience, focusing on models of single neurons. Students will learn how to use advanced mathematical tools to understand and model neuronal dynamics and neural coding. The curriculum covers a wide range of topics, from simple neuron models to complex biophysical representations. Key areas of study include Hodgkin-Huxley models, two-dimensional models with phase plane analysis, dendritic computation, and the analysis of spike train variability. The course also delves into noise models and their impact on neural coding, as well as techniques for estimating neuron models for coding and decoding. Throughout the course, students will gain hands-on experience in applying mathematical concepts to real neuroscience problems, bridging the gap between theoretical frameworks and biological observations.
A first simple neuron model
Module 1
Hodgkin-Huxley models and biophysical modeling
Module 2
Two-dimensional models and phase plane analysis
Module 3
Two-dimensional models (cont.)/ Dendrites
Module 4
Variability of spike trains and the neural code
Module 5
Noise models, noisy neurons and coding
Module 6
Estimating neuron models for coding and decoding
Module 7
Fee Structure
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Faculties
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Frequently asked Questions
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