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Next video: Office Hours #13: ruclips.net/video/lTIQnD_gNS4/видео.html
reviewing for compilers! Anyone here from Dalio's class? Lol! Great video. You helped me so much in theoretical CS so I knew where to go for review.
It really is... Easy Theory. Thanks you and keep up the good work. Excellent video and explanations 👏👏👏
Thanks this helped a lot
Thanks for fixing the audio!
Steven Xu you're welcome!
At the beginning what do you mean by accept state? there are 4 which ones are accept?
How do we handle the input that is not in the transition function? What is that called? For example, say, 3 as the input string.
Good question. We usually say the machine auto rejects because the "type" of input is wrong. The machine usually just operates under a certain alphabet and only takes inputs adhering to that.
@@EasyTheory Clear. Thank you for the clarification.
Thanks
Is it correct to say that the transition function is the cartesian product between the set of states Q and language Σ mapped to Q?
That's exactly what it is! Except that "mapped" can mean many different things.
Thanks you save my grade
Yo
.
From formal definition to code.
Next video: Office Hours #13: ruclips.net/video/lTIQnD_gNS4/видео.html
reviewing for compilers! Anyone here from Dalio's class? Lol! Great video. You helped me so much in theoretical CS so I knew where to go for review.
It really is... Easy Theory. Thanks you and keep up the good work. Excellent video and explanations 👏👏👏
Thanks this helped a lot
Thanks for fixing the audio!
Steven Xu you're welcome!
At the beginning what do you mean by accept state? there are 4 which ones are accept?
How do we handle the input that is not in the transition function? What is that called? For example, say, 3 as the input string.
Good question. We usually say the machine auto rejects because the "type" of input is wrong. The machine usually just operates under a certain alphabet and only takes inputs adhering to that.
@@EasyTheory Clear. Thank you for the clarification.
Thanks
Is it correct to say that the transition function is the cartesian product between the set of states Q and language Σ mapped to Q?
That's exactly what it is! Except that "mapped" can mean many different things.
Thanks you save my grade
Yo
.
From formal definition to code.