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Given a closed Riemannian manifold (N n+1 , g), n + 1 ≥ 3 we prove the compactness of the space of singular, minimal hypersurfaces in N whose volumes are uniformly bounded from above and the p-th Jacobi eigenvalue λp's are uniformly bounded from below. This generalizes the results of Sharp [Sha17] and Ambrozio-Carlotto-Sharp [ACS16] in higher dimensions.

This article evaluates India’s total waste-to-energy potential through biomethane production, and the corresponding potential environmental benefits. Biodegradable wastes generated across various sectors (agriculture, horticulture, animal husbandry, municipalities, sericulture, fisheries, and...

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