Exponential Growth and Euler

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This video discusses the exponential function, one of the greatest mathematicians who ever lived (Euler), and differential equations.

This video was produced at the University of Washington
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I start to love youtube algorithm, Thank you youtube for suggesting this channel . really enjoying it

Thank you Steve

eliyahomar
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Thanks a lot. Prof. Steve. But I am also curious about how you produce many of these good lectures in the sense of equipment and software tools. Do you consider making a video to explain?

Peter-zhbh
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Love the channel and all your videos. They bring me a mathematical perspective to see the world and really interest me to learn more.

yu-wenchen
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Today is the first time i saw your video and i must admit i have become your fan.
Looking forward to see your video playlist on Control Bootcamp.

siddhantsarraf
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Professor Brunton, thank you for sharing all your knowledge. Your videos are the best part of my day.

abemartin
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I like your example with compound rate. I'm also interested in different investments. In Germany we have a saying like:
"throw your money out of the window on a smart way and it'll come back through the door with some friends"
But to be honest: You american guys have a better understanding about investments ;-). Nice video again Steve! I'll stay tuned.

lernenmitrobin
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Nice ! For me the Euler number derivation from the limit of interest grow is one of the beautiful derivations in mathematics

AllElectronicsChannel
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Very encouraging video. Thanks professor.

adityamanimishra
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Hi Professor Steve, Lovely, and Thanks

SRIMANTASANTRA
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Good topic, but some improvements are needed in terms of the format of this video. The background color is very dark so that we don't see anything, sorry to say that.

totojean
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Thanks for this information.
Thanks Steve

mbonuchinedu
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Thanks Prof. Steve for these lectures. I have been following your text book data driven modeling chapter playlist on SVD, fourier series.
Can you please tell, when will remaining chapter - ML, POD/ROM videos coming.
Thanks

sachinr
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You should make a vid on solving PDE's using Laplace transforms...

stoxx
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@0:40 a scream is heard somewhere in the vicinity of Grant Sanderson (3Blue1Brown)

alfonshomac
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"mathematicians have to name things after their second discoverer because everything will be named after Euler if not "

oldcowbb
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Thanks Professor! what factors can make money deteriorate and mitigate the exponential growth of money? Is this due to inflation processes?

VictorPalamim