We examine effects of final state interactions (FSI) in kaon decays using a new scheme without the Omnés function, and show that while ∆I = 1/2 rule is impossible to be explained in terms of FSI alone, ′/ ∼ 16.5 × 10−4 is obtained through FSI, if the calculation is concerned only with the CP-violating parts. The ππ contribution to the mL −mS mass difference is shown to be about 14%, if the size...

We discuss the final state interaction effects at high energies via a multichannel N/D method. We find that the 2 by 2 charge–exchange final state interactions typically contribute an enhancement factor of a few times 10−2 in the B meson decay amplitudes, both for the real and the imaginary part. We also make some discussions on the elastic rescattering effects. PACS numbers: 11.55.Fv, 11.80.Gw...

In this thesis we focus on the numerical analysis and the development of e cient partitioned algorithms for uid-structure interaction (FSI) problems arising in hemodynamics. In particular we consider the mechanical interaction of the blood with the large arteries, with the cardiac valves and with the myocardium. In partitioned FSI procedures the coupling between the uid and the structure can be...

Previously, we introduced a computational procedure based on three-dimensional meshless generalized finite difference (MGFD) method and serial magnetic resonance imaging (MRI) data to quantify patient-specific carotid atherosclerotic plaque growth functions and simulate plaque progression. Structure-only models were used in our previous report. In this paper, fluid-stricture interaction (FSI) w...

Often objects are to be ranked. However, there is no measurable quantity available to express the ranking aim and to quantify it. The consequence is that indicators are selected, serving as proxies for the ranking aim. Although this set of indicators is of great importance for its own right, the most commonly used practice to obtain a ranking is an aggregation method. Any aggregation, however s...

In this talk we deal with the simulation of fluid-structure interaction (FSI) problems in hemodynamics, with the emphasis in data assimilation and simulation in physiological regimes.