An Ehrenfeucht-Fraïssé Game | |||||||||||||
Symbolization Key: |
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Sentence: |
∃x.∀y (E(x,t) & L(x,y)) |
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Game play: |
Defender is defending the sentence's truth, Challenger is trying to make it false. First, Defender chooses value of x: Then, Challenger chooses value of y: |
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Results: |
Winner is: |
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