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Construction of the Connecting Homomorphism

It is easy to generalize the notions of submodule and quotient module to that of general chain complexes. [Pg.77]

Note that the boundary operator is well-defined on the quotient because of [Pg.78]

Clearly, the associated collections of inclusion maps i = in n, in An Bn, and projection mapsp = pn n,Pn Bn — Bn/An both describe chain maps. [Pg.78]

Given a subcomplex A of the chain complex B, there arises a natural question  [Pg.78]

What is the relation between the homology groups of A and those of B  [Pg.78]


See other pages where Construction of the Connecting Homomorphism is mentioned: [Pg.77]   


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Connecting homomorphism

Homomorph

Homomorphic

Homomorphism

Homomorphs

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