Robust image registration based on a Partition of Unity Finite Element Method

The observation model we formulated above can be viewed as a non-linear mixed effect model []: unobserved displacements V i associated to each image can be interpreted as a

In this case the plate is known as concentrically stiffened and the problem decomposes into two simpler problems as it happens for unstiffened plates: the in-plane and the bending

We have presented a new conforming special finite element method. Fixed-interface eigenmodes, vertex-based harmonic extensions, and edge-based modes define the approximating subspace

Starting from these ideas, we obtain a system made of a partial differential equation and an inequality, which seems an acceptable model for the contact from a mechanical point of

1.  êà÷åñòâå ïðèìåðà íà ðèñ. Ïîäìíîæåñòâà ÿ÷ååê ñåòêè, ïîëó÷åííûå ïðè áëî÷íîì âàðèàíòå

The aim of the present study is to develop a methodology based on dual kriging to generate personalized solid finite element models of the complete spine

The issue how to impose essential boundary conditions in enriched finite element methods that exploit the partition-of-unity property of the standard polynomial shape functions

In this chapter, we demonstrate a general formulation of the FEM allowing to calculate the diffraction efficiencies from the electromagnetic field diffracted by arbitrarily