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In question 7 b) of 2018 paper, we see a task of computing product structure of two Kripke structures and then checking acceptance condition. How to check this condition in the final Kripke?
in * TF "Emb. Sys. and Rob." by (350 points)

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see the following slide from the chapter on omega-automata:

slide 101 of omega-automata chapter

by (166k points)
Thank you sir.
Maybe a remark should be added here, that the bullet point given in red color above refers to the the conversion of MSO to ω-automata (the slide has been taken here out of its context). Translating LTL to ω-automata can be done more efficiently.

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