对合环上的κ-斜lie识

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Dbvtv.zgBk2015D92–2018D62pOD2Thesisforthe2018MasterofShanxiUniversityk-skewLieProductonRingswithInvolutionNameYazhouZhangSupervisorProf.XiaofeiQiMajorBasicMathematicsFieldofResearchOperatorTheoryandOperatorAl

3、gebraDepartmentSchoolofMathematicalSciencesResearchDurationSeptember2015—June2018June,20189A<...........................................................................(iii)...........................................................................(v)w=.................

4、.......................................................(1)Æk-mLie"t...............................................(5)
Æk-m+5%..........................................(11)§3.1i(ok-b,TvEt......................................(11)§3.2i(ok-b,TvEt............

5、........................(23)~2i..........................................................................(31)[Vx`E({0...............................................(33)p...............................................................................(34)H)8$;hU........

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CZ.............................................................................(36)x`=TYGR?...........................................................(37)ih'nSk-aLie6ContentsAbstractinChinese.........................

7、.....................................(iii)AbstractinEnglish...............................................................(v)Chapter1Introduction.........................................................(1)Chapter2Propertiesofk-skewLieproductonringswithinvolution...(5)Chapter3

8、k-skewcommutingadditivemapsonringswithinvolution..(11)§3.1k-skewcommutingadditivemapsonprimeringswithinvolution......(11)§3.2k-skewcommutingadditivemapsonringswithinvolution..............(23)References.......................................................................(31)

9、ListofPapersofyazhouZhangasaMasterGratuateStudent.............(33)Ac