CD Skripsi
Dekomposisi Matriks Singular Menjadi Perkalian Dua Matriks Idempoten Atau Dua Matriks Nilpoten
ABSTRACT
This final project discusses the 2×2 singular matrix with zero second row entries
or a matrix with all nonzero entries are formed as the product of two idempotent
matrices or two nilpotent matrices. To solve this can used the division algorithm
and algebraic methods to obtain a special matrix that can be formed into the
product of two idempotent matrices or two nilpotent matrices. Singular matrix
is a matrix that has 2I or 2N properties taking into account the conditions that
apply.
Keywords: Singular matrix, idempoten matrix, nilpoten matrix, divisibility
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