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A local construction of Riemannian metricA local construction of a Riemannian metric on a smooth manifold is given by the following theorem.
On a geometric model of an universeSome geometric model of the world (W) is considered where the
manifold W is identified with a
Riemannian manifolds with geometric structuresThe theory of structures on manifolds is a very interesting topic of modern
differential geometry
New Approach to the Generalized
Poincare Conjecture induction a short and
transparent proof of the generalized Poincare conjecture (the main theorem below) has
Deformations of structures, embedding of a riemannian manifold in a kaёhlerian one and geometric antigravitation of tensor structures on a normal tubular neighborhood of a submanifold in a Riemannian manifold
Embeddings of Almost Hermitian Manifold
in Almost Hyper Hermitian Manifold and
Complex (Hypercomplex) Numbers in
Riemannian Geometry structures on a normal tubular neighborhood of a submanifold in a Riemannian manifold.
Further, an almost
On almost hyperHermitian structures on Riemannian manifolds and tangent bundles of the canonical connection and the second fundamental tensor field h of a structure on a Riemannian manifold which
Crystal Spheres as the WorldA geometric concept of the world (W) is considered where the manifold W is identified with a
locally
Assessment of trace element and mineral levels in students from Turkmenistan in comparison to Iran and Russia
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