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Gershgorin Circles and Diagonally Dominant Matrices
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We prove the Gershgorin Circle Theorem. Given an nxn matrix A withe real entries, we consider discs in the complex plane whose centers are the diagonal entries, a_{jj}, and whose radii are the sum of the absolute value of the other non-diagonal entries in the same row as a_{jj}. We show that every eigenvalue of the matrix must reside in at least one of these discs.
#mikethemathematician, #mikedabkowski, #profdabkowski
#mikethemathematician, #mikedabkowski, #profdabkowski
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