(n%2c+m)-半群上的格林_关系以及Munn-定理

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1、：201100363004ᑖ：0152.7ᜎfắᦻ(n,m)-Ḅ᪍*ᐵMunn-ᳮ研指究导科业錄教各魏鵬用莉朱理基文科数n^:

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3、:学专论称亂名奸础零学二一四年XM万方数据ᜧᦻឋᵨᣴᩗ!ឋ：ᡠᕈḄᦻ，ᙠḄᢣ，!"Ẇ$%&ᡠ'(Ḅᡂ*.◀ᦻ,-./0ᵨḄᑁ3᜜，ᦻ5678ᐸ:;ᡈ=>-.?⊤ᡈAᑏCḄ&Dᡈᡂ*.EᦻḄẆ$FG⌕IJḄ;K=>，ᙳ-ᙠᦻ,MNOP᪗.ḄRST*ᵫVW.ᦻ&ὅYZ：[：]ᨴ[ᦻᵨᣴᩗ!_ᐰabcdᜧᐵgᦈ=、jk、l

4、ᵨᦻḄmn，ᓽ：ᢥ᯿᪥⌕stᦻḄᓺᑵKᵯx᱐；᪥ᨵᩗjkᦻḄᓺᑵKᵯx᱐，}t~▅;᪥Mᵨᓺ、ᓺ、ᦪᓄᡈᐸᑴjkᦻ；ᙠ5MᑭḄḄt，᪥MᦻḄᑖᡈᐰᑁ3.(jᦻᙠb⍳mn）ᦻ&ὅYZ：YZ：[：]ᨴ[万方数据摘要ᦻ¡¢᪍*ᐵ¤¥¦§Ḅ¨©ª«ᑮa(n，m)-¨©，}®n¯a°±(n，m)-¨©、ាµ(n，m)-¨©、A¶(n，m)-¨©，·ᑣ(n，m)-¨©，¥¹ᑖº»aᔜ½Ḅ¾ឋÀ，}ᱯºᙢª«aMunn-¨©ḄÃ;nᳮ.ᐵÅÆ（n，m)-¨©；¢᪍*ᐵ¤；°±(n，m)-¨©；ាµ(n，m)-¨©；A¶(n，m)-¨©；·ᑣ(n，m)-

5、¨©.万方数据AbstractWeextendGreen*-relationsfromusualsemigroupsto(n,m)-semigroupssothatthecorrespondingnotionssuchasabundant(n,m)-semigroups，adequate(n,m)-semigroups，typeA(n,m)-semigroups,regular(n,m)-semigroupsaredefinedandtheirfundamentalpropertiesarediscussed.Especially,wegeneralizeatheoremaboutMun

6、nsemigroupsofusualsemigroupsto(n,m)-semigroups.KeywordsGreen*relation;abundant(n,m)-semigroups;adequate(n,m)-semigroups;(n,m)-semigroups,regular(n,m)-semigroups.ii万方数据"#_...............................................................................................................................

7、.......................iAbstract................................................................................................................................................iii0ÈÉ⚜ᜓÌÍ...............................................................................................................

8、..............i2¦§¨©Ḅ¢᪍ᐵ¤................................................................................................................23¦§¨©Ḅ¢᪍*ᐵ¤.............................................................................................................34(n,m)-¨©Ḅ-ᨵḄÃÏT.....................

9、........................................................................55⌮¨©ḄMunn-nᳮ.............................................................................................................66Ñ·¨©ḄMunn-nᳮ..........