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Why do we say that signal subspace and noise subspace are orthogonal in e.g. MUSIC algorithm? precisely, Suppose we have 2 sources (signals) which are WSS, in WGN in a uniform linear array. After computing the covariance matrix of received data "Y=AS+N", and decomposing R (covariance matrix) into 2 subspaces, we say that these 2 subspaces are orthogonal. Why?

Why do we say that signal subspace and noise subspace are orthogonal in e.g. MUSIC algorithm?

Why do we say that signal subspace and noise subspace are orthogonal in e.g. MUSIC algorithm? precisely, Suppose we have 2 sources (signals) which are WSS, in WGN in a uniform linear array. After computing the covariance matrix of received data "Y=AS+N", and decomposing R (covariance matrix) into 2 subspaces, we say that these 2 subspaces are orthogonal. Why?

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DOA estimation; Music (Multiple Signal Classification) algorithm

Why do we say that signal subspace and noise subspace are orthogonal in e.g. MUSIC algorithm?