Unknown Optimization

This next optimization problem that I've been sent seems fun.

And you might be wondering, Sal, what is an optimization problem.

And my reply to you is well, the problems we're about to do are optimization problems, and I think you'll understand why they're called optimization problems.

Rework of the user interface, improved selection window, speed optimization, rotation, bug fixes

So we simulated this we developed some optimization algorithms and we simulated this.

And the idea that architecture itself is somehow subject to algorithmic optimization is not far fetched.

And that is a very different optimization scheme, a very different strategy for all of us.

Let's use what we've learned about finding the minimums and maximums of functions to solve some optimization problems.

Hope you found that useful, and I will see you in the next video where I will do another optimization problem, and this one is especially fun.

I think that's pretty neat and I'll show you how in future presentations how we can apply this to physics and optimization problems and a whole other set of things.

So you really align them to wood, and you take this wood and make morphological optimization, so you make structures, sub structures, which allows you to transmit electrical energy or data.

So if you haven't figured out yet, these optimization problems all impose some type of constraints, and then say, for what numbers do we get a maximum value or minimum value.

I was actually planning on doing three problems in this video, but I'm reaching the 10 minute limit so I will finish this video now, and I will do two more of these optimization problems.