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In this article, we examine the problem of feedback design and study the associated realistic system-level performance of CoMP in LTE.
We also study the associated resolvent semigroup, as well as the relation between Eμ and the largest closed quadratic form Ẽμ which is smaller than Eμ.
We introduce notions of absolutely non-free and perfectly non-free group actions and use them to study the associated unitary representations.
To understand this behaviour, we study the associated slow flow on the critical manifold and identify the effect of folds and folded singularities on the behaviour of the orbit segment.
With the assurance to apply the MECC to model the dependence of annual flood sequences (i.e., peak discharge and flood volume), one may proceed to study the associated risk measure, which may be used as an engineering design criterion.
In order to define correctly the solutions, we first study the associated non-linear second-order integro-partial differential equation which can be reduced to the holomorphic Burgers equation.
Similar(32)
where λ > 0, studied the associated Hammerstein integral equation u ( t ) = λ ∫ 0 1 k ( t, s ) g ( s ) f ( u ( s ) ) d s, (1.2).
We investigated fines movement through sandstone in-situ at the micrometre pore scale and studied the associated pore-scale mechanisms leading to formation damage.
We also study the factors associated with complications.
In this paper we study the polytope associated with the solutions to that problem.
To study the factors associated with failure of therapy.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com