Introduction to the convolution | Laplace transform | Differential Equations | Khan Academy
756K views · Oct 7, 2009 · Education
Comments · 228
@neilsmith4159 · 10 years ago
Khanvolution
647
@changyuanlin2233 · 10 years ago
This is the introduction to the integration rather than convolution!
191
@OlisserGomez · 13 years ago
i just watched this video on a Saturday night and thoroughly enjoyed it, especially the ending where he was able to cancel and simplify, it's an odd sense of satisfaction.<br><br>I need to start drinking and going out again...
17
@michaelempeigne3519 · 9 years ago
a better idea is to use the product to sum formulas: <br><br>sin A cos B = ( 1 / 2 ) * [ sin ( A + B ) + sin ( A - B ) ]
18
@horcrux65 · 14 years ago
he said he was about to define what convolution is at the beginning, but he ended up solving a made up a convolution problem without even defining.
3
@someonetoogoodforyou · 13 years ago
For those who are interested: Convolution is used frequently in vibration analysis of second order systems.
31
@redshot17 · 16 years ago
Finally I understood how a Convolution is done.<br><br>Thank you very much.
3
@glassycurtains · 6 years ago
Using this in my Digital Signal Processing (Electrical Engineering) class
1
@KanitaKhaled5 · 13 years ago
wow. best video on intro to convolution that I could find! amazing!
2
@09seaner · 11 years ago
Sal you the real MVP
7
@perala123 · 12 years ago
your ''t'' looks like a ''+" . Apart from that, it's a very good explanation.
2
@amak1131 · 14 years ago
An old video but THANK YOU. Instructor never did explain things very well. Was also unsure where to plug the 0 and t into. Simple looking back, but the confirmation was great.
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