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Overview and recent advances in natural neighbour Galerkin methods
In this paper, a survey of the most relevant advances in natural neighbour Galerkin methods
is presented. In these methods (also known as natural element methods, NEM), the Sibson …
is presented. In these methods (also known as natural element methods, NEM), the Sibson …
Structure at 2.8 Å resolution of cytochrome c oxidase from Paracoccus denitrificans
S Iwata, C Ostermeier, B Ludwig, H Michel - Nature, 1995 - nature.com
The crystal structure at 2.8 Å resolution of the four protein subunits containing cytochrome c
oxidase from the soil bacterium Paracoccus denitrificans, complexed with an antibody Fv …
oxidase from the soil bacterium Paracoccus denitrificans, complexed with an antibody Fv …
The natural element method in solid mechanics
The application of the Natural Element Method (NEM) to boundary value problems in two‐
dimensional small displacement elastostatics is presented. The discrete model of the …
dimensional small displacement elastostatics is presented. The discrete model of the …
A numerical method for solving partial differential equations on highly irregular evolving grids
An efficient numerical method is described for solving partial differential equations in
problems where traditional eulerian and lagrangian techniques fail. The approach makes …
problems where traditional eulerian and lagrangian techniques fail. The approach makes …
Natural neighbour Galerkin methods
Natural neighbour co-ordinates (Sibson co-ordinates) is a well-known interpolation scheme
for multivariate data fitting and smoothing. The numerical implementation of natural …
for multivariate data fitting and smoothing. The numerical implementation of natural …
Exact volume computation for polytopes: a practical study
B Büeler, A Enge, K Fukuda - Polytopes—combinatorics and computation, 2000 - Springer
We study several known volume computation algorithms for convex d-polytopes by
classifying them into two classes, triangulation methods and signed-decomposition …
classifying them into two classes, triangulation methods and signed-decomposition …
Polyhedra in loop quantum gravity
Intertwiners are the building blocks of spin-network states. The space of intertwiners is the
quantization of a classical symplectic manifold introduced by Kapovich and Millson. Here we …
quantization of a classical symplectic manifold introduced by Kapovich and Millson. Here we …
Polytope volume computation
J Lawrence - Mathematics of computation, 1991 - ams.org
A combinatorial form of Gram's relation for convex polytopes can be adapted for use in
computing polytope volume. We present an algorithm for volume computation based on this …
computing polytope volume. We present an algorithm for volume computation based on this …
Estimation of parameter bounds from bounded-error data: a survey
Set-membership techniques for estimating parameters from uncertain data are reviewed.
Contrary to the prevailing usage, the error in the data is not considered as a random variable …
Contrary to the prevailing usage, the error in the data is not considered as a random variable …
Numerical integration of homogeneous functions on convex and nonconvex polygons and polyhedra
We present a method for the numerical integration of homogeneous functions over convex
and nonconvex polygons and polyhedra. On applying Stokes's theorem and using the …
and nonconvex polygons and polyhedra. On applying Stokes's theorem and using the …