Concept

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Local Sampling Analysis for Quadratic Embeddings of Riemannian Manifolds

Hemant Tyagi

In this work we do a theoretical analysis of the local sampling conditions for points lying on a quadratic embedding of a Riemannian manifold in a Euclidean space. The embedding is assumed to be quadratic at a reference point

P

. Our analysis is based on ...

2011

Normal (geometry)

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Texture mechanisms and microstructure of biaxial thin films grown by oblique angle deposition

Sensitivity of optimal gains in a detached boundary layer

Multipolar effects and strong coupling in hybrid plasmonic metamaterials

Multipolar effects and strong coupling in hybrid plasmonic metamaterials

A Global Version Of The Darboux Theorem With Optimal Regularity And Dirichlet Condition

Alignment dependent chemisorption of vibrationally excited CH4(3) on Ni(100), Ni(110), and Ni(111)

On the analytic-numeric treatment of weakly singular integrals on arbitrary polygonal domains

Algorithms for the coupling of one-dimensional arterial networks with three-dimensional fluid-structure interaction problems

Local Sampling Analysis for Quadratic Embeddings of Riemannian Manifolds

Large occlusion completion using normal maps

Multipolar effects and strong coupling in hybrid plasmonic metamaterials

Sensitivity of optimal gains in a detached boundary layer

Texture mechanisms and microstructure of biaxial thin films grown by oblique angle deposition

A Global Version Of The Darboux Theorem With Optimal Regularity And Dirichlet Condition

Multipolar effects and strong coupling in hybrid plasmonic metamaterials

On the analytic-numeric treatment of weakly singular integrals on arbitrary polygonal domains

Large occlusion completion using normal maps

Alignment dependent chemisorption of vibrationally excited CH4(3) on Ni(100), Ni(110), and Ni(111)

Algorithms for the coupling of one-dimensional arterial networks with three-dimensional fluid-structure interaction problems

Local Sampling Analysis for Quadratic Embeddings of Riemannian Manifolds