Non-local dependencies occur when a head (e.g. a verb) and its dependent (e.g. an argument) is separated by some intervening material which does not depend on the same head. Because non-local dependencies play an important role in determining predicate–argument structure of sentences, identifying them correctly is essential for Natural Language Processing. However, this task appears to be rathe...

In this work, a new hybrid Symbiotic Organisms Search (SOS) algorithm introduced to design and optimize spatial and planar structures under structural constraints. The SOS algorithm is inspired by the interactive behavior between organisms to propagate in nature. But one of the disadvantages of the SOS algorithm is that due to its vast search space and a large number of organisms, it may trap i...

This paper presents a heuristic algorithm for solving a job-shop scheduling problem with sequence dependent setup times (SDST-JSSP). The algorithm relies on a core constraint-based search procedure, which generates a consistent ordering of activities requiring the same resource by incrementally imposing precedence constraints on a temporally feasible solution. Key to the effectiveness of the se...

This paper presents a heuristic algorithm for solving the job-shop scheduling problem with sequence dependent setup times (SDST-JSSP). The algorithm relies on a core constraint-based search procedure, which generates consistent ordering of activities requiring the same resource by incrementally imposing precedence constraints on a temporal feasible solution. Key to the effectiveness of the sear...

Let $ H$ be a Hilbert space and $C$ be a closed, convex and nonempty subset of $H$. Let $T:C rightarrow H$ be a non-self and non-expansive mapping. V. Colao and G. Marino with particular choice of the sequence  ${alpha_{n}}$ in Krasonselskii-Mann algorithm, ${x}_{n+1}={alpha}_{n}{x}_{n}+(1-{alpha}_{n})T({x}_{n}),$ proved both weak and strong converging results. In this paper, we generalize thei...

We study the Cauchy problem for equations describing a viscous compressible and heat-conductive fluid in two dimensions. By imposing weight function to initial density deal with Sobolev embedding critical space, constructing an ad-hoc truncation control quadratic nonlinearity appeared energy equation, we establish local time existence of unique strong solution large...

I report on our construction and analysis of the effective low energy Lagrangian for the Minimal Walking Technicolor (MWT) model [1]. The parameters of the effective Lagrangian are constrained by imposing modified Weinberg sum rules and by imposing a value for the S parameter estimated from the underlying Technicolor theory. The constrained effective Lagrangian allows for an inverted vector vs....