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Prime ideals of subrings of matrix rings

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Abstract

In a ring R_n(K,J) where K is a commutative ringwith identity and J is an ideal of K, all prime ideals ofR_n(K,J) are of the form either M_n(P) or R_n(P,Pcap J).Therefore there is a one to one correspondence between primeideals of K not containing J and prime ideals of R_n(K,J).

참고문헌 (3)

  1. "On total nilpotent algebra"
  2. "Ideals of some matrix rings", 28(7), pp.3503~3513 (2000)
  3. "V. M. Levchuk \paper Relation of theunitriangular group to certain rings \jour Algebra and logic \vol15 \issue 5 \yr 1976 \pages 348--360"

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