Lattice quantum chromodynamics calculations of multibaryon systems with physical quark masses would start a new age ab initio predictions in nuclear physics. Performed on finite grid, such demand extrapolation their finite-volume numerical results to free-space quantities. Such extraction the information can be carried out fitting effective field theories (EFTs) directly or utilizing L\"uscher ...

contrary to the long period ground motions that can be predicted and estimated, high frequency ground motions have random character and behave stochastically. stochastic modeling methods are usually used for the modeling of high frequency ground motions where there are not strong ground motion records. stochastic methods are of two kinds: in the first one, the seismic source is considered as a ...

Let L be a finite pseudocomplemented lattice. Every interval [0, a] in L is pseudocomplemented, so by Glivenko’s theorem, the set S(a) of all pseudocomplements in [0, a] forms a boolean lattice. Let Bi denote the finite boolean lattice with i atoms. We describe all sequences (s0, s1, . . . , sn) of integers, for which there exists a finite pseudocomplemented lattice L with si = |{ a ∈ L | S(a) ...

In this contributionwe study the spectrum of periodic traveling gravity waves on a two-dimensional fluid of finite depth. We extend the stable and highly accurate method of Transformed Field Expansions to the finite depth case in the presence of both simple and repeated eigenvalues, and then numerically simulate the changes in the spectrum as the wave amplitude is increased. We also calculate e...