Simplification 3: Canonical Forms, Minterms and Maxterms

This video series starts at the very beginning and shows each step in the design of modern computing hardware. From bits to gates to registers to CPU. A followup video series will show how the CPU is expanded with modern techniques like cache, pipelining and multiprocessing.

[CaptainSlowbeard]

This is literally the only resource that I've found that *actually* explains what minterms and maxterms are in an easily understandable way, as well as clearly showing their relevance. I (somehow) managed to get through a dissertation on formal methods without it truly clicking in the way it just has. You're an excellent teacher, thanks for putting this up!

[kaja]

thank god someone`s explaining that in a non indian accent

[johnsonliuu]

I rarely comment on videos but this is def one of the best videos I've found for digital logics, thank you sm!

[putisproductions]

This is great! Simple explanations, clean visuals, and a touch of contextual information made this extremely helpful.

[rishikeshgkulkarni]

Man, you are a lifesaver.
Helped me before my exam.

[islamyahia]

Thank you for the straight forward no-bullshit explanation... I was struggling to understand this and u made it extremely easy.. Thank you again.

[whis]

I wish I found you before my midterm 😪 but going to crush this final thanks to you and your videos!! ☺

[gontusandeep]

superb explanation, because of this video I am able comprehend what minterms and maxterms are truly are. The idea of min and max terms truly a genius work, for me it seems like factoring a function over a basis(of a vector space for functions).

[gurpreetkhamba]

You know its extra good when professors are linking the video.

[joseespericuetapacheco]

Awesome! Thank you for sharing these great videos on YouTube!

[aodong]

Thank you! I like that your explanation is step-by-step and it is easy to understand

[jackdempster]

This is so helpful thank you for taking the time to make these videos!!

[samsonsisay]

WOW! You are the best teacher. Thank you very much!!!

[tarky_tark]

Thank you very much! Digital Logic is a blast, but man some things just need some extra coverage.

[faridjafari]

Thanks a LOT sir <3 very simple and understanding content

[joshua_dlima]

thank you so much! really good explanation

[themasterproller]

YOU'RE TE BEST I LOVE U WITH EVERY PART OF MY BOOLEAN-SOLVING MIND

[anujchhetri]

thank you so much, that helped me alot

[AthaillahS]

Is there any difference in changing POM to SOM with duality and demorgan's law? Suppose i have POM of (a, b) = M0.M1. Is the SOM m0+m1 (using demorgans) or m2+m3 (using duality)?

[wilsonchen]

W rizz bro you're saving my life rn