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Covers homology with coefficients, introducing the concept of defining homology groups with respect to arbitrary abelian groups.
Explores the relationship between p-torsion and p-divisibility in group theory, highlighting implications of p-divisibility in exact sequences of abelian groups.
Explores the comparison of long exact sequences for vibrations and the relationship between homotopy and homology groups.
Covers eigenvectors, spectral theorems, and finite sequences in functional analysis.
