We ﬁrst observe α ∧ dβ = − (λ 1 + µ 1)h′(t)ζ(y1, y2, y3 − f(t))dt ∧ dx123 ∧ dy123, t ∈ [1/ 2, 3/ 2] 11 because Im( dz123) ∧ dy123 = Im( dz12¯

+ µ 2 Im(dz12¯ 3), with f ∗ β = β

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math.DG · 2024-09-06 · unverdicted · novelty 7.0

Construction of a non-formal compact simply connected G₂-holonomy manifold via non-vanishing triple Massey product from singular locus configuration.

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Compact holonomy $\mathrm{G}_2$ manifolds need not be formal math.DG · 2024-09-06 · unverdicted · none · ref 17
Construction of a non-formal compact simply connected G₂-holonomy manifold via non-vanishing triple Massey product from singular locus configuration.