In this paper, we study the Krylov complexity in quantum field theory and make a connection with holographic “Complexity equals Volume” conjecture. When basis matches Fock basis, for several interesting settings, observe that average particle number showing scales volume. Using similar formalism, compute free scalar find surprising similarities holography. We also extend framework where an inve...

Due to the particular importance of projects in human life and in organizations, proper project management has been always regarded highly by researchers and practitioners. Recent advances in technology and fundamental changes in most scientific areas have affected projects and made their nature and environmental circumstances much more complex than in the past. Fortunately, in recent years, ma...

This paper presents one method of using time-bounded Kol-mogorov complexity as a measure of the complexity of sets, and outlines a number of applications of this approach to diierent questions in complexity theory. Connections will be drawn among the following topics: NE predicates, ranking functions, pseudorandom generators, and hierarchy theorems in circuit complexity.

In the fast-growing world of translation studies, many students may not receive adequate training at universities. A new multi-facetted approach is therefore needed to be applied in translator educational programs to meet the students’ needs and professional expectations. In order to describe the complex interrelations in translator education systems and propose a research framework that takes ...