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Thanks to the Jacobian matrix given by.
where is the CP insertion matrix given by (2).
with the initial rotation matrix given by (10).
Let A be a weighted mean matrix given by (1.3).
with the power loading matrix given by (44).
where is a diagonal matrix given by (3.2).
where Λ p is a diagonal matrix given by (20).
Let be a orthogonal matrix given by (7).
Let (hat {textbf {Z}}) be the projection matrix given by (4).
and,, are independent, complex, zero-mean Gaussian vectors with covariance matrix given by (2).
Next, we apply Theorem 3 to the connectivity matrix given by (126).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com