spectral-theorem-for-real-matrices-general-nxn-case

Linear Algebra: We state and prove the Spectral Theorem for real vector spaces. That is, if A is a real nxn symmetric matrix, we show that A can be diagonalized using an orthogonal matrix. The proof refers to the 2x2 case and to results from the video Beyond Eigenspaces: Real Invariant Planes.

Tagged under: Mathematics,linear,algebra,real,symmetric,matrix,spectral,theorem,eigenvalue,orthogonal,diagonal,product

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