In the Landowner and Workers game there is a landowner and n workers w 1 ,

In the Landowner and Workers game there is a landowner ℓ and n workers w₁, . . . , w_n. A group of workers may lease the land from the landowner and grow vegetables on it. Their productivity depends on the group size: a group of k workers can grow f(k) tons of vegetables, where f is an increasing function of k, f(0) = 0. The characteristic function of this game is then given by v(C) = f(|C|−1) if ℓ ∈ C and v(C) otherwise. Compute the Shapley values of all players in this game.