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From: KY on 4 Oct 2009 07:02 Find matrix P that diagonalize A, diagonalize B A={{2, I/Sqrt[2], -(I/Sqrt[2])}, {-(I/Sqrt[2]), 2, 0}, {I/Sqrt[2], 0, 2}} B={{11 + I, -21 - I, 21 + I}, {21 + I, 43 + 2*I, 32 + I}, {-21 - I, 32 + I, 43 + 2*I}}
From: Gordie La Forge on 4 Oct 2009 16:36
On Oct 4, 8:02 am, KY <wkfkh...(a)yahoo.co.jp> wrote: > Find matrix P that diagonalize A, diagonalizeãB > > A={{2, I/Sqrt[2], -(I/Sqrt[2])}, >  {-(I/Sqrt[2]), 2, 0}, > ãããã{I/Sqrt[2], 0, 2}} > > B={{11 + I, -21 - I, 21 + I}, >  {21 + I, 43 + 2*I, 32 + I}, >  {-21 - I, 32 + I, 43 + 2*I}} Done and done. meami by BuildaSearch total results: 0 for Find matrix P that diagonalize A, diagonalizeãB A= {{2, I/Sqrt[2], -(I/Sqrt[2])}, {-(I/Sqrt[2]), 2, 0}, ãããã{I/Sqrt[2], 0, 2}} B={{11 + I, -21 - I, 21 + I}, {21 + I, 43 + 2*I, 32 + I}, {-21 - I, 32 + I, 43 + 2*I}} ©2009 BuildaSearch ® Earthoid [1]=0 http://buildasearch.com/meami?e=Find+matrix+P+that+diagonalize+A%2C+diagonalize%E3%80%80B+A%3D{{2%2C+I%2FSqrt[2]%2C+-%28I%2FSqrt[2]%29}%2C+{-%28I%2FSqrt[2]%29%2C+2%2C+0}%2C+%E3%80%80%E3%80%80%E3%80%80%E3%80%80{I%2FSqrt[2]%2C+0%2C+2}}+B%3D{{11+%2B+I%2C+-21+-+I%2C+21+%2B+I}%2C+{21+%2B+I%2C+43+%2B+2*I%2C+32+%2B+I}%2C+{-21+-+I%2C+32+%2B+I%2C+43+%2B+2*I}}+&submit=search |