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2.6ExactSequencesLetAbearing.Asequence(possiblyinniteinoneorbothdirec 2.6ExactSequencesLetAbearing.Asequence(possiblyinniteinoneorbothdirec

2.6ExactSequencesLetAbearing.Asequence(possiblyin niteinoneorbothdirec - PDF document

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2.6ExactSequencesLetAbearing.Asequence(possiblyin niteinoneorbothdirec - PPT Presentation

andexactifitisexactatMjforalljNotationWrite0f0g ThenforanymoduleMthereareuniquemodulehomomorphisms0M070 and346 M0m708m2M ineachcasecalledthezerohomomorphismalsodenotedby0Specialcases1 ID: 265391

andexactifitisexactatMjforallj.Notation:Write0=f0g. ThenforanymoduleMthereareuniquemodulehomomorphisms0!M;07!0 and346 M!0;m7!08m2M ineachcasecalledthezerohomomorphism alsodenotedby0.Specialcases:(1)

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