Question: Show that the transformation In the Schur algorithm satisfy the special property V m JV t m = (1 - |Km| 2 )J Where Thus

Show that the transformation

In the Schur algorithm satisfy the special property

V_mJV^t_m= (1 - |Km|²)J

Where

Thus V_m is called a J –rotation matrix. Its role is to rotate or hyperbolate the row of Gm to lie along the first coordinate direction (Kailath, 1985)

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