the presented study shows a simple way for optimization of extrusion process, which was used for deterioration of cyanogenic glycosides – antinutritive components of linseed, with minimum damage of essential alpha-linolenic acid (ala) at the same time. extrusion of the material was done on a laboratory single screw extruder. content of hydrogen cyanide (hcn) as a measurement of cyanogenic glyco...

Abstract In this paper we consider non-local energies defined on probability measures in the plane, given by a convolution interaction term plus quadratic confinement. The kernel is , $z=x+iy$?> with $-1<\alpha<1$?> . This anisotropic except for Coulomb case $\alpha=0$?> We present short compact proof of known surprising fact that unique minimizer energy no...

This work describes a novel fuzzy-sets-based method to solve a particular class of quadratic programming problems which have vagueness coefficients in the objective function. Quadratic programming problems are of utmost importance in an increasing variety of practical fields. In addition, as the ambiguity and vagueness are natural and ever-present in real-life situations requiring solutions, it...

Mass customization, a major trend in modern economy, relies on components assembly in discrete production, while in continuous production, it consists in a sequence of batches of different products. This limits achievable diversity and multiplies transportation issues. This situation is addressed by the fertilizer industry which, to enable sustainable agriculture, must deliver fertilizers tailo...

This paper proposes a data parallel procedure for randomly generating test problems for two-stage quadratic stochastic programming. Multiple quadratic programs in the second stage are randomly generated in parallel. A solution of the quadratic stochastic program is determined by multiple symmetric linear complementarity problems. The procedure allows the user to specify the size of the problem,...

Continuous-time quantum walks can be used to solve the spatial search problem, which is an essential component for many algorithms that run quadratically faster than their classical counterpart, in $\mathcal{O}(\sqrt{n})$ time $n$ entries. However, capability of models found nature largely unexplored---e.g., one dimension only nearest-neighbor Hamiltonians have been considered so far, quadratic...

The problem of phase estimation (or amplitude estimation) admits a quadratic quantum speedup. Wang, Higgott, and Brierley [Wang, Brierley, Phys. Rev. Lett. 122, 140504 (2019)] have shown that there is continuous tradeoff between speedup circuit depth [by defining family algorithms known as $\ensuremath{\alpha}$-quantum $(\ensuremath{\alpha}\text{\ensuremath{-}}\mathrm{QPE})$]. In this paper, we...

In \cite{Bahamonde:2019zea}, a spherically symmetric black hole (BH) was derived from the quadratic form of $f(T)$. Here we derive associated energy, invariants curvature, and torsion this BH demonstrate that higher-order contribution renders singularity weaker compared with Schwarzschild general relativity (GR). Moreover, calculate thermodynamic quantities reveal effect higher--order on these ...