Boolean Satisfiability Problem - Intro to Theoretical Computer Science

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sorry but this has nothing to do with SAT. It explains the basic of Boolean algebra, which is nice, but not how SAT checking works or even what it does or why you need to do it. Next time please make the video longer or put a link in the description.

keineangabe
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This video only lacks these lines at the end of it - Satisfiability asks whether the variables of a given Boolean formula can be consistently replaced by the values TRUE or FALSE in such a way that the formula evaluates to TRUE. If this is the case, the formula is called satisfiable. On the other hand, if no such assignment exists, the function expressed by the formula is FALSE for all possible variable assignments and the formula is unsatisfiable.

MrSumitHere
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Can you tell me what you used to make the writing float? I would also like my videos to have a similar appearance. Thanks.

jojorocks
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Thanks for the very useful explanation...I have an issue though: i can't see any buttons to choose at the end..

antoine
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This would be true. (x1 v not x2) is (1 v 0) which is 1. so we have (1 v x3) which is 1. so we have (1) AND (x1 not v x2) which by definition is 1. so we have (1) intersect (1) which is 1.

But it’s late and I have a feeling if I look deeper there’s a paradox somewhere.

Emc
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((True or False) or True ) and (False or True) ==> (True or true) and True ==> True and True ==> True.

HgKim
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If you're having trouble with the symbols, you can replace ^ (and) with * (multiply) and V (or) with + (add). Note, 1+1=1 in this case

recessiv
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give me an approximate satisfiability problem algorithm and thank you

amaldaagi
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He he he... I see what you're trying to do here..

LeoUfimtsev
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This is the actually SAT explanation:


thank me later

keineangabe
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Answer is 1 but this isn't SAT. Incomplete video if title is kept in mind

crazydrifter
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this looked so useful but it is not useful at all. :(

ddiq
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why there exist a dislike? this is a super good tutorial :(

YanuarTriAdityaNugraha