Sentence examples for matrices in time from inspiring English sources

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Variables, vectors or matrices in time domain (TD) are denoted by ̃.

For the other condition, the previous literature [23, 24] presented one kind of sensing matrices in time domain as follows.

From these application fields, structured representations and algorithms have been designed in numerical linear algebra to compute with these matrices in time linear in the matrix dimension and either quadratic or cubic in the quasiseparability order.

Kripke thinks it probable that Prior's work on many-valued matrices in Time and Modality gave him the idea of converting possible worlds models into many-valued matrices, an approach he followed in his 1963 paper 'Semantical Analysis of Modal Logic I: Normal Modal Propositional Calculi'.

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EKF solves the full nonlinear state evolution and estimates its associated error-covariance matrix in time.

(a) Results based on our proposed matrix in frequency domain; (b) results based on the previous matrix in time domain.

Since dynamic traffic assignment models for ITS applications require a very detailed representation of O-D matrix in time and space, the O-D estimation problem is highly undetermined.

Later on, Law and Fang [10] proposed a theoretical optimal state estimation with the use of dynamic programming, by which moving load could be identified, overcoming the difficulties of ill conditioning of state matrix in time and frequency domain approach mentioned in Refs [11, 12].

And here we employ the sparse localized projection matrix in time-frequency subspace to transform the auditory feature into the sparse feature subspace, where is the dimension of sparse feature subspace.

Reservoirs based on uniform spreading of connection matrix eigenvalues on the unit disk in discrete time give much better memory properties than reservoirs with random connection matrices, where reservoirs based on orthogonal connection matrices in discrete time are very robust against noise and their memory properties can be tuned.

After applying the above mode choice model to all OD pairs of TAZs in the study area, the total trip matrices in three time periods are split into 4 modes: drive alone, HOV, walk to rail, and drive to rail.

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