求大神帮忙
A coalitional game with transferable payoff<N,v> is simple if V(s) is either 0 or 1 for every coalition S ,and v(N)=1 ;a coalition S for which v(S)=1 is called a winning coalitions. A player who belongs to all winning coalitions is a veto player.
a. Show that if there is no veto player then the core is empty;
b. Show that if the set of veto players is nonempty then the core is the set of all nonnegative feasible payoff profiles that give zero to all other players.


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