Been watching the whole lecture up to this point and I really felt like commenting when you said your students are doing really well! It’s because you are a really good teacher sir. Much respect and appreciation coming your way by a senior scientist\engineer. You deserve everything you have achieved and please don’t let anyone say otherwise. Cheers!

have been binge watching this playlist at 1.5 playback speed for past 2 days kinda expecting you to forget the factorial again at 5:07 lol. but you wrote it at the end, you got me there :) thank you for making the lecture open to public

That's how every maths lecture should be like. Dedicating a bit of time to explain the code and visualize the result is what makes the most difference.

great lecture, thanks a lot!

Quality teaching! Thank you so much!

watching through these at high playback speed. Great refresher since it's been a few years, and I'm getting into higher level analysis.

Computational Physics (phys303) 1. (Project #1, Chaos Theory) The equation of periodically driven pendulum is given by d 2 θ dt2 + β dθ dt + sin(θ) = f cos(Ωt) take Ω = 3/2, β = 0.5, and note that ω = dθ dt . Solve the above equation (you can solve this equation using Runga-Kutta method) over −π < θ < π for the following values of f : 0.9, 1.075, 1.12, 1.2, 1.4, 1.45, 1.47, 1.5, 1.51 Now, make the following graphs: (a) Draw ω versus θ for the above f values. (b) Draw θ versus t for f = 1.12 and f = 1.2 (c) Draw the attractor (Ω versus f) for the range of f : 0.9 − 1.6. (d) Draw the Lyapunov exponent, which is defined as P3 i=1 σi = −β. Here, σ1 = σ2 = −β/2, and σ3 = 0. Now, draw σ1 versus f for the range of f : 0.9 − 1.6. This question hasn't been answered can you help me please

amazing lecture, do you write the spaces before and after the equal '=' , or Matlab do it for you. Thanks for this video

It is sweet