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Corollary 1: Under the same condition as in Theorem 1, (4, R,, h,, h,) E -@s,,,> 0 2 h,, h, 2 H(S) if and only if there exist RV's Xj, 5, Zj (j = 1,2) such that h,s [I(X,;Y,)-Z(X,;Z ...
Therefore, the necessary and sufficient condition for mina G(?*, <!>) is obtained from the Kuhn-Tucker Theorem as: for a Lagrange multiplier A (2 0) with A t(C(t)-Zj@(j, t)) = 0.
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Etching AlAswith HF for Epitaxial Lift-Off Applications M. M. A. J. Voncken, a,z J. J. Schermer, a A. T. J. van Niftrik, a G. J. Bauhuis, a P. Mulder, a P. K. Larsen, a T. P. J ...
Corollary 1: Under the same condition as in Theorem 1, (4, R,, h,, h,) E -@s,,,> 0 2 h,, h, 2 H(S) if and only if there exist RV's Xj, 5, Zj (j = 1,2) such that h,s [I(X,;Y ...
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