Date | Topics | Material/Readings | Videos |
January 18 |
Introduction, motivation and Syllabus. | Slides for Lectures 1-5: [PPT - 132 MB] [PDF - 5 MB] |
[Lecture 1] |
January 20 |
Adaptation, change blindness, hyperbolic discounting. Student introductions. | Adaptation example Change blindness example |
[Lecture 2] |
January 22 |
Rudimentary single neuron function, Golgi, Cajal & the Neuron doctrine. Place cells & Grid Cells. | Mimicry by European Starlings | [Lecture 3] |
January 25 |
Mirror neurons, "Jennifer Aniston" neurons. The emerging interface of Neuroscience & Deep Learning. |
Mirror Neurons | [Lecture 4] |
January 27 |
Chemical synaptic transmission. Introduction to Connectomics. |
[Lecture 5] | |
January 29 |
Introduction to Neuroanatomy. | Slides on Neuroanatomy & the visual system: [PPT] [PDF] | [Lecture 6] |
February 1 |
Neuroanatomy - continued. Introduction to the mammalian visual system. |
Dorsal stream & Ventral stream Hubel & Wiesel videos: [Intro] [Experiments] |
[Lecture 7] |
February 3 |
Allen Brain Atlas, The mammalian visual system - structure of the retina, Retinal Ganglion Cells: ON-center & OFF-center. | [Lecture 8] | |
February 8 |
Mammalian cerebral cortex, Basic cortical wiring diagram and functional organization.The cell membrane, introduction to proteins & transmembrane proteins. | Introduction to proteins | [Lecture 9] |
February 10 |
Basic neurophysiology: Diffusion. Ion Channels, Sodium-Potassium Pump, resting potential, action potential initiation. Models. |
Fleet Week! Neurons and the Membrane Potential On Exactitude in Science |
[Lecture 10] |
February 12 |
The cell membrane as an R-C circuit. The membrane equation. Reversal potential. Nernst equation, Goldman-Hodgkin-Katz equation. The cable equation. | Slides: [PPT] [PDF] Reading: Membrane equation & cable theory |
[Lecture 11] |
February 15 |
Solving the membrane equation for some boundary conditions. Synaptic input: AMPA, NMDA, GABA. Modeling synaptic input. | [Lecture 12] | |
February 17 |
The squid giant axon, Hodgkin-Huxley experiments. The active membrane and voltage-dependent conductance. The Hodgkin-Huxley equations. | Reading: The Hodgkin-Huxley equations | [Lecture 13] |
February 19 |
Guest lecturer: Aditya Asopa (NCBS) Electrophysiological Methods: An overview |
[Lecture 14] | |
February 22 |
Leaky Integrate and Fire Neuron model, Firing-rate models, McCulloch & Pitts Neuron, Hebb rule, Introduction to Perceptrons, Supervised Learning, Long-term Potentiation (LTP), Spike-timing Dependent Plasticity (STDP). | LTP, STDP | [Lecture 15] |
February 24 |
The geometry of Perceptrons, Loss functions and energy landscapes | [Lecture 16] | |
February 26 |
A loss function for single perceptrons, deriving the Perceptron Rule via loss functions, Gradient Descent, Stochastic Gradient Descent | [Lecture 17] | |
March 1 |
The Perceptron Rule and its geometry, Statement and Proof of the Perceptron Convergence Theorem | [Lecture 18] | |
March 3 |
Guest lecturer: Vishnu Sreekumar (IIIT Hyderabad) Understanding the role of context in memory. |
[Lecture 19] | |
March 5 |
The XOR problem, Multilayer perceptrons and learning by error backpropagation, Introduction to Convolutional Networks. | [Rumelhart, Hinton & Williams, 1986] Reading: Convolutional Networks |
[Lecture 20] |
March 8 |
Student Abstract Presentations - 1 | [Lecture 21] | |
March 8 |
Student Abstract Presentations - 2 | [Lecture 22] | |
March 17 |
Guest lecturer: Grace W. Lindsay (UCL) | [Lecture ] | |
March 19 |
Guest lecturer: Joby Joseph (U Hyderabad) | [Lecture ] | |
March 21 |
Guest lecturer: Nidhi Seethapathi (MIT) | [Lecture ] |