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(13) F d, t = ∑ g ∈ G D R P c o t a r g e t d, t g / P r e f e r e n c e d g where P cotarget d, t) g denotes the probability of the gth gene which has the drug resistance in the vector P cotarget d, t).
It follows that A is given by A ( x ) = y = ( B r p c, r B r p c, s ), (14).
Due to the structure of R p c, the low-rank structure of the clutter is preserved.
Therefore, both rate tuples R s B, R p B and R s C, R p C lie on the line R s + R p = ρ sp o.
The CDF F C (r) of the channel capacity C t) can be found using the relationship F C ( r ) = ∫ 0 r p C ( x ) d x [40].
Finally, the CIA frame is constructed as C = g E P ( C ) E D ( C ) Z ∈ C ( N + L ) × 1 + R p ( C ) + J ~ L + R z, (24).
Similar(39)
The Frechet derivative A ′ of A is given by the Jacobi matrix A ′ ( x ) = ( B r B r ) ( ∂ p c, r ∂ x 1 ⋯ ∂ p c, r ∂ x 5 ∂ p s, r ∂ x 1 ⋯ ∂ p s, r ∂ x 5 ), (16).
If r c ⊕ c c = r p ⊕ c p then the value of B p is equal to B c since B = h(ID||(S ⊕ GI i )||(r ⊕ c)).
(H1) F : [ 0, 1 ] × R × R → P c p, c ( R ) is a Carathéodory multivalued map.
where f ∈ C 1 ( R, R ), p ∈ C ( R, R ), c > 0 is a given constant.
Let F : [ 0, 1 ] × R → P c p, c ( R ) be an L 1 Carathéodory multivalued map and let Θ be a linear continuous mapping from L 1 ( [ 0, 1 ], R ) to C ( [ 0, 1 ], X ).
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