The Logistic Equation

Comments · 47

• CA

  @cassioalles5116 · 7 years ago

  Gilbert Strang , The friendly professor!

  22

• LM

  @lm58142 · 1 year ago

  The z = 1/y substitution works like a magic. It's so much more elegant than solving it via partial fraction decomposition. Prof Strang's lectures are a treasure!

  1

• SY

  @synapticmemoryseepage4447 · 1 year ago

  I love that z=1/y linearization!

  1

• XI

  @xiaominsong · 3 years ago

  This logistic equation is a great approximation of a start-up company's value's growth starting from joining a market to maturity or saturation state.

  1

• PE

  @PeteZam · 9 years ago

  Great video again.  I love how you break down and dissect everything, and you do an amazing job of making it easy to follow.  These videos have been extremely helpful.

  13

• PE

  @pedroalbuquerque4575 · 2 years ago

  Coming from the ML area, it's nice to hear about the regression equation and the sigmoid function in another context.

  1

• PI

  @piyushmishra12a40 · 1 year ago

  Thank you so much Professor Strang 🙏 and MIT 🙏

  1

• TO

  @Tony855C · 9 years ago

  Where did you get that burgundy sweater. Must know.

  13

• VI

  @victor_welch · 5 years ago

  Nothing more comfortable than watching this stuff.

• KO

  @Kori114 · 9 years ago

  Awesome lecture. I really liked the discussion of the solution.

  9

• AB

  @abdrrahimkhouya6660 · 7 years ago

  Thank you sir for this lecture

  11

• WI

  @wizdomseeker12 · 4 years ago (edited)

  OMG! I'm a big fan of Gilbert Strang! I discovered him at college reading Linear Algebra and Its Applicatios. Immediately I knew  I was in front of something different. The way he explains is of such a high quality, so natural. Here, in Argentina, the young ones would say "tiene flow!" haha. Now I just discovered this in YouTube and is the first time I actually see him "in person". Thank you VERY much professor Gilbert Strang for your amazing books 🙏❤️. And thank you for this video also!

  6