ON RIGHT PRINCIPALLY PROJECTIVE SKEW POWER SERIES RINGS

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MOUSAVI AHMAD; AHMADI A.

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Seminar Paper

Paper Information

Seminar: IRANIAN ALGEBRA SEMINAR
Year:2009 | Issue:20

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Title

ON RIGHT PRINCIPALLY PROJECTIVE SKEW POWER SERIES RINGS

Author(s)

MOUSAVI AHMAD | AHMADI A.

Keywords

BAER RINGS

RIGHT P.P.-RINGS

WEAKLY RIGID AUTOMORPHISM

ARMENDARIZ RINGS

SKEW POWER SERIES

Abstract

IN THIS PAPER WE GIVE A GENERALIZATION OF A RESULT OF J.A. FRASER AND W.K. NICHOLSON [2]. LET R BE A RING AND R BE A WEAKLY RIGID AUTOMORPHISM OF R. IF R IS SKEW POWER SERIES ARMENDARIZ, THEN R[[X;A]] IS RIGHT PRINCIPALLY PROJECTIVE IF AND ONLY IF R IS RIGHT PRINCIPALLY PROJECTIVE AND ANY COUNTABLE FAMILY OF IDEMPOTENTS IN R HAS A GENERALIZED JOIN WHEN ALL LEFT SEMICENTRAL IDEMPOTENTS ARE CENTRAL.

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Cite

APA: Copy

MOUSAVI, AHMAD, & AHMADI, A.. (2009). ON RIGHT PRINCIPALLY PROJECTIVE SKEW POWER SERIES RINGS. IRANIAN ALGEBRA SEMINAR. SID. https://sid.ir/paper/904444/en

Vancouver: Copy

MOUSAVI AHMAD, AHMADI A.. ON RIGHT PRINCIPALLY PROJECTIVE SKEW POWER SERIES RINGS. 2009. Available from: https://sid.ir/paper/904444/en

IEEE: Copy

AHMAD MOUSAVI, and A. AHMADI, “ON RIGHT PRINCIPALLY PROJECTIVE SKEW POWER SERIES RINGS,” presented at the IRANIAN ALGEBRA SEMINAR. 2009, [Online]. Available: https://sid.ir/paper/904444/en

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