Q上的分次映射与K[Q,σ]上的(e)类分次扩张

Graded Maps Over Q and Graded Extensions of Type (e) in K[Q,σ]

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XIE Guang-ming, LIU Feng, WEI Chun-hao. Graded Maps Over Q and Graded Extensions of Type (e) in K[Q,σ][J].Journal of Guangxi Normal University(Natural Science Edition), 2010, 28(2): 42-46.

[1] BRUNGS H H,MARUBAYASHI H,OSMANAGIC E.Gauss extensions and totalgraded subrings for crossed product algebras[J].J Algebra,2007,316(1):189-205.
[2] BRUNGS H H,SCHRO¨DER M.Valuation rings in Oreextensions[J].J Algebra,2001,235:665-680.
[3] BRUNGS H H,TO¨RNER G.Extensions of chain rings[J].Math Z,1984,185:93-104.
[4] IRAWATI S,MARUBAYASHI H,UEDA A.On R-ideals of a Dubrovin valuation ring R[J].Comm in Algebra,2004,32(1):261-267.
[5] XIE Guang-ming,MARUBAYASHI H.A classification of graded extensions in a skew Laurent polynomial ring[J].J Math Soc Japan,2008,60(2):423-443.
[6] 谢光明,谷学伟,陈义.Z⁽²⁾上的纯锥与K[Z⁽²⁾,σ]上的平凡分次扩张[J].广西师范大学学报:自然科学版,2009,27(4):36-40.
[7] XIE Guang-ming,MARUBAYASHI H.A classification of graded extensions in a skew Laurent polynomial ring Ⅱ[J].J Math Soc Japan,2009,61(4):1111-1130.

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