On the homology of the dual de Rham complex
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We study the homology of the dual de Rham complex as functors on the category of abelian groups. We give a description of homology of the dual de Rham complex up to degree 7 for free abelian groups and present a corrected version of the proof of Jean’s computations of the zeroth homology group.
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The paper investigates the homology of the dual deโฏRham complexes (C_n(A)), which are defined for an abelian group (A) by \
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