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A question even sillier and more speculative than whether Austen was a feminist is what she would think of any of these derivations.
Most of these derivations assume weak scattering, although schemes that exploit multiple scattering are also possible.
For a homogeneous element X of (mathfrak {g}) the action of these derivations on f is defined as follows (see [1], p. 258, and [12], Sect. (1)).
As a byproduct of these derivations, we show that not all of the commonly used divergence cleaning extensions of the ideal MHD equations are thermodynamically consistent.
The details of these derivations are shown in Additional file 1.
The analytics of these derivations largely depend on which of a range of possible assumptions is made about the interactions of the two principal conditions.
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Thus, a value of f = 0.5 is suggested for the +gwF variants according to these derivations of the weak selection model.
Mathematics provides us with an example of how these derivations should work.
These derivations are of relevance in the context of wireless communications.
It describes a one-to-one correspondence between these derivations and pairs S,L, where S are symmetric densely operators on H and L are J-orthogonal π-reflexive lattices of subspaces in the deficiency spaces of S. The domains D of these *-derivations are associated with some non-selfadjoint reflexive algebras Aδ of bounded operators on H⊕H.
A more detailed description of the derivation of these scores for the POIS cohort has been previously published [ 25].
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