We propose a new symbolic algorithm and C++ program for generating calculating supersymmetric Feynman diagrams $$\mathcal{N} = 1$$ electrodynamics regularized by higher derivatives in four dimensions. According to standard rules, the generates all that are necessary calculate specific contribution two-point Green function of matter superfields needed order, then reduces answer sum Euclidean mom...

A foundational assumption in linguistics has been that words and their meanings are arbitrarily related; however, this position has been challenged recently. Experiments have shown that both systematic (where similar objects have similar labels) and iconic (words ‘resemble’ the objects they label) associations between words and objects facilitate learning. However, these two literatures remain ...

This thesis is devoted to the study of subshifts, or symbolic dynamical systems, defined on some finitely presented monoids like Zd or the infinite binary tree. The main result concerning multidimensional subshifts establishes that any effective subshift of dimension d can be obtained by factor map and projective subaction of a subshift of finite type of dimension d+ 1. This result has many app...

Cognitive Architectures (CAs) are the core of artificial cognitive systems. A CA is supposed to specify the human brain at a level of abstraction suitable for explaining how it achieves the functions of the mind. Over the years a number of distinct CAs have been proposed by different authors and their limitations and potentials were investigated. These CAs are usually classified as symbolic and...

the symbolic cultural order becomes manifest through language in the case of texts and narratives and through images in the case of art. knowledge of the elements that compose the symbolic order is an essential analytical tool, above all for comparative studies of art, literature and religion. in this way, many of the symbolic references that exist in each culture can be illuminated by examples...

In this paper, we discuss a generalization of Vieta theorem (Vieta's formulas) to the case Clifford geometric algebras. We compare generalized formulas with ordinary for characteristic polynomial containing eigenvalues. Gelfand–Retakh noncommutative and use it algebras small dimensions. introduce notion simple basis-free formula determinant in algebra prove that type exists arbitrary dimension....

This article contributes to developing a management and organisation studies perspective on political organising by focusing on: (a) populism; (b) the exercise of power; (c) politics. We address two questions: in what ways have English populist politicians 20th 21st centuries utilised language along with other aspects campaign build enhance their symbolic power? And: how do organisations conver...

Machine learning is a novel and powerful technology has been widely used in various science topics. We demonstrate machine-learning-based approach built by set of general metrics rules inspired physics. Taking advantages physical constraints, such as dimension identity, symmetry generalization, we succeed to the Gell-Mann–Okubo formula using technique symbolic regression. This can effectively f...