Christoph Bock

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20082021

most citedThe solution on the geography-problem of non-formal compact (almost) contact manifolds

1 citations · 1 across the 3 of their papers we have counts for

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math.SG2021

Odd-dimensional solvmanifolds are contact

Christoph Bock

Bourgeois proved in [5] that odd-dimensional tori admit a contact structure. We shall prove a more general result: Any odd-dimensional parallelisable closed manifold admits a conta…

math.AT2021★ 1 cited

The solution on the geography-problem of non-formal compact (almost) contact manifolds

Christoph Bock

Let $(m, b)$ be a pair of natural numbers. For $m$ odd with $m \geq 7$ (resp. $m \geq 5$ ) and $b = 1$ (resp. $b = 0$ ) we show that there is a non-formal compact (almost) contact $m$ -manif…