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Straightforward computation gives us (326).
A simple computation gives us that M λ ( g x m + 1, g x m + 2 ) ) = d λ ( f x m + 1, f x m + 2 ).
A simple computation gives us that M λ ( g x n, g x n + 1 ) = max { d λ ( f x n - 1, f x n ), d λ ( f x n, f x n + 1 ) }.
for some p, q ∈ R. Simple computation gives us that the solution of (3) is x ( n ) = { q l x ( 0 ), n = 2 l, p q l x ( 0 ), n = 2 l + 1, (5). which is stable if and only if | q | < 1.
Similar(56)
which after simple computation give us the third condition in (35).
Elementary computations give us the following results:,,,,, and.
Direct computations give us that (lim_{srightarrowinfty}widetilde {h}(s)=-infty) and (widetilde{h}(0)=0).
Direct computations give us the approximate solution set, for positive (varepsilon >0 ) and (muin M ), widetilde {S} varepsilon,mu) = textstylebegin{cases} [[(1,0),(0,1)]], &mbox{if } mu=0, [ [ (min{ frac{varepsilon }{mu},1 },0 ), (0,min{ frac{varepsilon }{mu},1 } ) ] ], & mbox{if } muneq0.
Both test computations gave us positive outcomes for an application of the SPF-function based algorithm, especially when only genetic interactions were used for network reconstructions.
Direct computation gives (1.2).
A simple computation gives (46).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com