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Free of exogenous biomaterials, synthetic polymers or acellular matrices, a new tissue engineering technology has been optimized.
Since δsup is equal for both signature matrices, a new lower bound can be found by substituting the new matrix in (59).
Relying on the isomorphism of graphs and adjacency matrices, a new concept of dynamic connective stability of complex systems is introduced.
Second, using the column stacking form of matrices, a new procedure is established to design both state-feedback and output-feedback controllers for the simultaneous stabilization problem.
By selective application of the Szegö theorem which relates properties of Toeplitz and circulant matrices, a new normalization is derived as a special case of the generic broadband algorithm.
Based on the concept of thermally activated dislocation detachment from dispersoid particles as rate-controlling mechanism in dispersion hardened matrices, a new creep equation for this advanced material class is developed.
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If A and B are n × n nonsingular M-matrices, a new lower bound for the minimum eigenvalue τ ( B ∘ A − 1 ) for the Hadamard product of B and A − 1 is derived.
We can regard T ⋅ G as the generate matrix a new code Ω'.
Besides, by introducing a fuzzy event-triggered weighting matrix, a new ET scheme is proposed.
Like Neo in the Matrix, a new system created by researchers at North Carolina State University lets you generate electricity with a wearable device.
Thirdly, in order to design an estimator gain matrix, a new zero equality is devised to convert the problem of a nonlinear matrix inequality in the LMIs, which can give flexibility in solving LMIs.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com