Sentence examples for manifold combinations of from inspiring English sources

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Therefore, phenological phases are used as indicators for detecting ecological impacts of climate change on flora and fauna such as plants, migratory birds or fishes and, consequently, on ecosystems reflecting the results of manifold combinations of environmental interactions [1].

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That is just one fantasy parliament – among the most likely, if you believe the pollsters and the bookies – out of all the manifold combinations for the outcome of the election in just over four months' time.

The factorization eliminates redundant dynamic modes; an implicit Euler procedure then is used to solve the singular-perturbation problem describing the time-evolution of the reaction species on the manifold defined by the combination of the equilibrium relationships and conserved quantities.

Based on these observations, we hypothesize that the objective function manifold that uses a combination of RMSE and constraints gets rid of various local minima that correspond to physically meaningless parameter estimates and thus facilitates a much more efficient estimation of parameter values.

An Extended Kalman Filter (EKF) is tested off-line on production car engine data where the combination of an intake manifold pressure sensor, exhaust manifold pressure sensor and turbocharger speed sensor is compared and discussed in different sensor fusions.

The array manifold is used in coherent combination of small antennas' echoes to suppress Doppler ambiguity [10].

According to the control objectives, a manifold, which is a linear combination of the deviation of generator terminal voltage, rotor speed and active power, is chosen for the design of ISEC.

For the latter, a sliding manifold is constructed via a linear combination of position and velocity tracking errors of two state variables, i.e., the sliding manifold has four coefficients.

Cavalcanti et al.[7] discussed the wave equation u t t − Δ u + ∫ 0 t g ( t − τ ) div [ a ( x ) ∇ u ] d τ + b ( x ) f ( u t ) = 0 (1.4). on a compact Riemannian manifold ( M, g ) subject to a combination of locally distributed viscoelastic and frictional dissipations.

When Γ is the closure of the conormal bundle of a G0-orbit Sw on the flag manifold (any Γ is a linear combination of such) we prove that in Harish-Chandra's representation of θ as a linear combination of exponentials on a Cartan subalgebra h0 the coefficients are, up to sign, the local Euler numbers at the fixed points of H0 in the closure of Sw.

It can be computed as a linear combination of its neighboring features in the manifold M c.

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