Table 4.

Optimal solutions: ${\gamma }_u^{1\ast }$, ${\gamma }_u^{2\omega \ast }$, ${\delta }_u^{2\omega \ast }$, ${\delta }_u^{3\xi \ast }$, for all u, $\omega \in \mathrm{\Omega }$, $\xi \in \mathrm{\Xi }$

Variables	Stages	Scenarios	$u=1$	$u=2$	Variables	$u=1$	$u=2$	Lagrange multipliers
${\gamma }_u^{1\ast }$	$s=1$	I	3	1.55		//	//	${\lambda }^{1\ast }=0.00$
${\gamma }_u^{2\omega \ast }$	$s=2$	${\omega }_1$	0.00	0.00	${\delta }_u^{2\omega \ast }$	3	1.55	${\lambda }^{2{\omega }_1\ast }=0.00$
		${\omega }_2$	0.00	0.00		1.55	0.00	${\lambda }^{2{\omega }_2\ast }=0.00$
		${\omega }_3$	10.00	7.44		0.00	0.00	${\lambda }^{2{\omega }_3\ast }=0.00$
	$s=3$	${\xi }_1$	//	//	${\delta }_u^{3\xi \ast }$	0.00	0.00	${\lambda }^{3{\xi }_1\ast }=0.00$
		${\xi }_2$	//	//		1.00	0.00	${\lambda }^{3{\xi }_2\ast }=0.00$
		${\xi }_3$	//	//		0.00	0.00	${\lambda }^{3{\xi }_3\ast }=0.00$
		${\xi }_4$	//	//		1.00	9.00	${\lambda }^{3{\xi }_4\ast }=0.00$
		${\xi }_5$	//	//		1.00	9.00	${\lambda }^{3{\xi }_5\ast }=0.00$
		${\xi }_6$	//	//		1.00	9.00	${\lambda }^{3{\xi }_6\ast }=0.00$
		${\xi }_7$	//	//		0.99	8.37	${\lambda }^{3{\xi }_7\ast }=0.00$
		${\xi }_8$	//	//		1.00	8.29	${\lambda }^{3{\xi }_8\ast }=0.00$