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office007

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wurongjun

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junefi

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3Â¥: Originally posted by wurongjun at 2016-04-10 10:09:02
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wurongjun

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4Â¥: Originally posted by junefi at 2016-04-10 14:59:13
²¢·ÇÈç´ËµÄ. R(A-¦ËI)=n-1Ö»ÄÜ˵Ã÷¼¸ºÎÖØÊýΪ1£¨Jordan blockµÄ¸öÊýΪ1£©£¬²¢²»ÄÜ˵Ã÷algebraic multiplierΪ1. ÀýÈçA = . rank(A-I)=2-1=1.µ«ÌØÕ÷Öµ\lambda = 1ÊÇÖØ¸ù¡£...

so sorry!
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tianya_126

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001gqs

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Count the # of blocks with this eigenvalue in the Jordan canonical form of your square matrix.
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