Frobenius normal form

 

 

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Frobenius normal form From Wikipedia, the free encyclopedia Contents 1 Finite-dimensional von Neumann algebra 1 1.1 Details . In linear algebra, the Frobenius normal form or rational canonical form of a square matrix A with entries in a field F is a canonical form for matrices The CP problem is strongly related to the computation of the polycyclic Hessenberg form or the Frobenius Normal Form (FNF)-known also as the rationalThe Frobenius normal form "M" of a matrix "A" is generally calculated by means of a similarity transformation. What this implies is that there is an invertible Rational Canonical Form f(lambda)=f_0+f_1lambda++f_(n- in rational canonical form. t(sump_i(x)e_i)=sump_i(T)e_i. be the module kernel,. V=F[x]^n/K.

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