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Two matrices mainly influence the model: a Transition matrix TM, and an Emission Matrix EM.
Two matrices were constructed.
Kronecker product of two matrices.
Then it iteratively updates two matrices.
where P and Q are two matrices.
Cataldo's technique involves constructing two matrices.
It basically overlays two matrices over each other, one for transmitting light and one for sensing light.
Given two matrices and in, we may consider the map.
These two matrices are nonVandermonde matrices and invertible.
where d is the chordal distance between two matrices.
The operator ⊗ refers to the Kronecker product of two matrices.
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