Ternary operations | Differential topology | Algebraic topology

Massey product

In algebraic topology, the Massey product is a cohomology operation of higher order introduced in, which generalizes the cup product. The Massey product was created by William S. Massey, an American algebraic topologist. (Wikipedia).

Massey product
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Related pages

Twisted K-theory | Borromean rings | Secondary cohomology operation | Whitehead product | Linking number | Algebraic topology | Differential graded algebra | Atiyah–Hirzebruch spectral sequence | Eilenberg–Moore spectral sequence | Configuration space (mathematics) | De Rham cohomology | Poincaré duality | Cup product | Toda bracket | Kähler manifold | Alexander duality | Lens space | Jacobi identity | Cohomology operation | Formal manifold