Hông Vân Lê

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betti numbers 1 curvature estimation 1 hodge laplacian 1 manifold learning 1 point cloud 1 spectral convergence 1

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math.AT2025

Unital $C_{\infty}$ -algebras and the real homotopy type of $(r - 1)$ -connected compact manifolds of dimension $\leq ℓ (r - 1) + 2$

Domenico Fiorenza, HÃ´ng VÃ¢n LÃª

We encode the real homotopy type of an $n$ -dimensional $(r - 1)$ -connected compact manifold $M$ , $r \geq 2$ into a minimal unital $C_{\infty}$ -structure on $H^{*} (M, R)$ , obtained…

Unital C∞​-algebras and the real homotopy type of (r−1)-connected compact manifolds of dimension ≤ℓ(r−1)+2

Unital $C_{\infty}$ -algebras and the real homotopy type of $(r - 1)$ -connected compact manifolds of dimension $\leq ℓ (r - 1) + 2$