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We introduce two more operational matrices to deal with the local and nonlocal boundary conditions.
By introducing the free weighting matrices to deal with the integral items and converting the coupling time-varying matrix inequalities into a group of decoupling matrix inequalities, an innovative delay-dependent stabilization criterion is first presented.
By introducing some free weighting matrices to deal with the integral items and converting the coupling time-varying matrix inequalities into a group of decoupling matrix inequalities, a new delay-dependent stabilization criterion is firstly presented.
Utilizing the Chebyshev differentiation matrices to deal with the diffusive term (frac{partial^{2}u}{partial x^{2}}{partialrtial^{2}u}{partial y^{2}}), we have frac{partial^{2}u}{partial y^{2}}rightarrow D_{N}^{2}u_{(N+1)times(N+1)}, quadquadfrac{partial ^{2}u}{partial x^{2}}rightarrow u_{(N+1 times(N+1)}bigl(D_{N}^{2} bigr)^{T}.
Conserved positions in the alignments were detected using BMGE with default parameters and the BLOSUM62 substitution matrix, which represents a good compromise between too stringent and too relaxed matrices to deal with sequences with a large range of similarity values as in the case of global archaeal phylogenies (Criscuolo and Gribaldo 2010).
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Astala and Päivärinta introduce the "transport matrix" to deal with this problem.
This paper presents a project scheduling and rescheduling framework based on DSM (Design Structure Matrix) to deal with the weakness mentioned.
We consider state feedback for higher order subsystems and define a pattern matrix to deal with the block structure of the controller.
We consider static output feedback for multivariable subsystems and define a pattern matrix to deal with the block structure of the controller.
The extension fitted a polygenic background via a relationship matrix to deal with structure, as regularly practiced in animal genetics (e.g. [ 23]) and recently applied in human genetics (e.g. [ 3]).
Fock spaces over n × N complex matrices are introduced to deal with the reduction of n-fold tensor products of representations of GL N,C).
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com