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Target vector.
For the lexicographc decomposition basis, the target vector is, (2).
For each feasible target vector, there exists a feasible componentwise power vector (unique up to a scaling factor) that produces such a target vector [1, 3, 5].
For this step no knowledge about the target vector is needed [64].
Here, P and W are the input vector and target vector, respectively.
f OUT denotes the target vector of arriving at the station.
Knowing the target vector of T, error of prediction is simply evaluated from following equation.
Specifically, each injection site is associated with a gene expression vector and a projection target vector.
The percentage, velocity and coefficient of water absorption values are the target vector.
Fig. 7 Movement of target vector toward the dense points during gradient of PDF [36].
where t is a one-hot target vector indicating the target state for the given frame.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com