Question: A W-L game is a combinatorial game where each terminal node is either +- or -+ . Mimicking the proof of Zermelo's theorem, prove that

A W-L game is a combinatorial game where each terminal node

A W-L game is a combinatorial game where each terminal node is either +- or -+ . Mimicking the proof of Zermelo's theorem, prove that for every W-L game, either Louise has a winning strategy or Richard has a winning strategy

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=+With whom does the firm have to negotiate?

=+That is, is the situation such that employees must belong to the union(s)?

=+Are there shop stewards?