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چکیده
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Attached primes and secondary representations were introduced in 1973 by Macdonald [I.G. Macdonald, Secondary representation of modules over a commutative ring, Sympos. Math. 11 (1973) 23–43] to develop a dual theory to the associated primes and primary decomposition in commutative algebra. This article generalizes Macdonald’s theory to the noncommutative setting.
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