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Fig. 3 Activity matrices for parallel utterances.
We have derived the optimal structure of the source precoding matrix and the relay amplifying matrices for parallel MIMO relay communication systems using linear MMSE receiver and nonlinear MMSE DFE receiver at the destination node.
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This work presents a re-derivation of relative Jacobian matrix for parallel (dual-arm) manipulators, expressed in terms of the individual manipulator Jacobians and multiplied by their corresponding transformation matrices.
In [17], the authors proposed a suboptimal source and relay matrices design for parallel MIMO relay systems by first relaxing the power constraint at each relay node to the sum relay power constraints at the output of the second-hop channel and then scaling the relay matrices to satisfy the individual relay power constraints.
Afterwards, culture systems were decellularized [ 19, 21] and the resulting cell-free matrices were used for parallel mechanical, topological, and conformational characterization.
In this paper, a methodology for calculating the stiffness matrix of parallel manipulators is presented.
It uses Hadoop for parallel computation of matrix by dividing it into parts.
This theoretical study, has been done using the matrix transfer method to calculate the transmission, the conductance for parallel and antiparallel magnetic alignment and the tunneling magnetoresistance (TMR).
To handle large matrices that exceed the device memory on GPU, an out-of-core algorithm for parallel Cholesky factorization is implemented.
In our data, the brute-force inversion of the genomic relationship matrices for the GA set was possible by parallel computation.
A modified version of BP based on matrix matrix multiplication was proposed for parallel processing.
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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