In this paper a method of obtaining smooth analytical estimates of probability densities, radial distribution functions, and potentials of mean force from sampled data in a statistically controlled fashion is presented. The approach is general and can be applied to any density of a single random variable. The method outlined here avoids the use of histograms, which require the specification of ...

The average track model describes the response of physical and biological systems using radial dose distribution as the key physical descriptor. We report on an extension of this model to describe the average distribution of electron spectra as a function of radial distance from an ion. We present calculations of these spectra for ions of identical linear energy transfer (LET), but dissimilar c...

OBJECTIVE To assess the efficacy and safety of radial extracorporeal shock wave therapy (rESWT) for chronic distal biceps tendinopathy (cDBT). DESIGN Case-control study (level of evidence, 3). SETTING SUN Orthopaedics and Sports Medicine. PATIENTS Patients with a diagnosis of cDBT were recruited between January 2010 and February 2015. INTERVENTIONS Patients received a single session of ...

Background: Radial artery is becoming the commonest artery after femoral artery used for cardiac procedures. The anatomical feasibility, patient comfort along with less chances of atherosclerosis in radial graft make it a preferred artery, but in certain clinical situations as need of second graft, blocked radial artery, difficulty in puncturing radial artery, where we require some other artery...

The two-layer radial basis function network, with fixed centers of the basis functions, is analyzed within a stochastic training paradigm. Various definitions of generalization error are considered, and two such definitions are employed in deriving generic learning curves and generalization properties, both with and without a weight decay term. The generalization error is shown analytically to ...

The thin-disc global asymptotics are discussed for axisymmetric meanfield dynamos with vacuum boundary conditions allowing for non-local terms arising from a finite radial component of the mean magnetic field at the disc surface. This leads to an integro-differential operator in the equation for the radial distribution of the mean magnetic field strength, Q(r) in the disc plane