Volumetric Analysis (Starck, H. P.)

H Volumetric Heart Modeling and Analysis

the Western world and consequently the study of normal and pathological heart behavior is an active research area. In particular, the study of the shape and motion of the heart is important because many heart diseases are strongly correlated to these two factors. The human heart is composed of two separate pumps: a right heart that pumps the blood through the lungs and a left heart that pumps t...

H-p Clouds-An h-p Meshless Method

A new methodology to build discrete models of boundary-value problems is presented. The h-pcloud method is applicable to arbitrary domains and employs only a scattered set of nodes to build approximate solutions to BVPs. This new method uses radial basis functions of varying size of supports and with polynomialreproducing properties of arbitrary order. The approximating properties of the h-p cl...

Analysis of Volumetric Images: Introduction

Research in 2-D image analysis has more than 30 years of history and has matured reasonably [1]. Research in volume image analysis, however, is still in its infancy. 3-D scanners that produce volumetric images have been around for some time. Although methods to analyze and visualize such images in volume form have been pursued for nearly 25 years now [2], brisk activity in this area is a rather...

Equivariant Iwasawa theory and non-abelian Starck-type conjectures

We discuss three di erent formulations of the equivariant Iwasawa main conjecture attached to an extension K/k of totally real elds with Galois group G, where k is a number eld and G is a p-adic Lie group of dimension 1 for an odd prime p. All these formulations are equivalent and hold if Iwasawa's μ-invariant vanishes. Under mild hypotheses, we use this to prove non-abelian generalizations of ...

Jean - Luc Starck and Fionn Murtagh Handbook of Astronomical Data