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Something like $F(K,L) = zK^{\alpha}L^{\beta}$ if $p\times (zK^{\alpha}L^{\beta}) - wL - rK \geq S$ and $-M$ otherwise, with $M > 0$$M,S > 0$
Something like $F(K,L) = zK^{\alpha}L^{\beta}$ if $p\times (zK^{\alpha}L^{\beta}) - wL - rK \geq S$ and $-M$ otherwise, with $M > 0$
Something like $F(K,L) = zK^{\alpha}L^{\beta}$ if $p\times (zK^{\alpha}L^{\beta}) - wL - rK \geq S$ and $-M$ otherwise, with $M,S > 0$
Something like $F(K,L) = zK^{\alpha}L^{\beta}$ if $p\times (zK^{\alpha}L^{\beta}) - wL - rK \geq S$ and $0$$-M$ otherwise., with $M > 0$
Something like $F(K,L) = zK^{\alpha}L^{\beta}$ if $p\times (zK^{\alpha}L^{\beta}) - wL - rK \geq S$ and $0$ otherwise.
