We have performed large-scale molecular dynamics simulations of coexisting solid and liquid phases using 4e(s/r) interactions for n59 and n512, and for Lennard-Jones systems, in order to calculate the equilibrium melting curve. The coexisting systems evolve rapidly toward the melting temperature. The P – T melting curves agree well with previous calculations, as do the other bulk phase properti...

Jones–Stokes polarimetry is a robust in vitro polarimetric technique that can be used to investigate the anisotropic properties of birefringent medium. The study spatially resolved Jones matrix components an object heuristic approach extract its phase and polarization information. However, direct interpretation elements their decomposition into associated sample still challenging research probl...

We describe the impact that future lattice QCD calculations can have on the determination of the parameters of the standard model (quark masses, coupling constant, and particularly the CKM matrix elements) and the search for new physics beyond. We consider the impact of calculations requiring CPU resources ranging from what is possible by the end of 2007 (≈ 10 TFlop-yr with USQCD resources), th...

The resonance theory is still very useful in understanding the valence electron structure. However, such a viewpoint not usually obtained by general-purpose quantum chemical calculations, instead requires rather special treatment as bond methods. In this study, we propose method based on second quantization to analyze results calculations from local point of view electronic structure and diazad...

Recent results from lattice QCD calculations relevant to particle physics phenomenology are reviewed. They include the calculations of strong coupling constant, quark masses, kaon matrix elements, and D and B meson matrix elements. Special emphasis is on the recent progress in the simulations including dynamical quarks.

The calculations of nuclear matrix elements of 0νββ-decay is a challenge for nuclear physics. We are discussing here a model independent method, which could allow to test the calculations. The method is based on the factorization property of the nuclear matrix elements and requires observation of neutrinoless double β-decay of several nuclei.

A numerical method for solving linear integral equations of the second kind is formulated. Based on a special representation of vector forms of triangular functions and the related operational matrix of integration, the integral equation reduces to a linear system of algebraic equations. Generation of this system needs no integration, so all calculations can easily be implemented. Numerical res...