On Nature of the Dielectric Response of Liquid Water (Review)

The article presents a brief review of the currently popular interpretations of the microscopic nature of the dielectric relaxation of water in the liquid phase in the giga- and terahertz frequency ranges. The main emphasis is on models that allow for analytical consideration.

Methodology in the Modern Theory of Human Capital and Strategic Management of Human Capital

The purpose of the paper is to analyse the place of the methodology in the modern theory of human capital and its relationship with the methodology of strategic management of human capital. Based on the evolutionary development of conceptual ideas and provisions of the human capital theory, the categorical matrix of the modern theory of human capital is substantiated, where the intersection of such vectors as the level of scientific analysis and the angle of analytical consideration of the object of the human capital theory determine the logic of category location. The proposed structural understanding of the methodology allowed the author to build the hierarchical construction of the strategic management of human capital science, which defines the methodology of strategic management of human capital as a specifically scientific methodology. The developed structural and logical scheme in the methodology of the formation of human capital strategic management has five levels: identification, ideology, methodology, method, and optimisation. It includes the categorical matrix of the modern theory of human capital at the identification level. Further research of the topic is proposed to perform at the level of the method and at the level of optimisation, as they are connected with practical tools of strategic management of human capital.

Analytical Consideration of Growth in Population via Homological Invariant in Algebraic Topology

This paper presents an abstract approach of analysing population growth in the field of algebraic topology using the tools of homology theory. For a topological space X and any point vn∈X, where vn is the n-dimensional surface, the group η=X,vn is called population of the space X. The increasing sequence from vin∈X to vjn∈X for i<j provides the bases for the population growth. A growth in population η=X,vn occurs if vin<vjn for all vin∈X and vjn∈X. This is described by the homological invariant Hηk=1. The aim of this paper is to construct the homological invariant Hηk and use Hηk=1 to analyse the growth of the population. This approach is based on topological properties such as connectivity and continuity. The paper made extensive use of homological invariant in presenting important information about the population growth. The most significant feature of this method is its simplicity in analysing population growth using only algebraic category and transformations.

John Wansbrough dan Historisitas Alquran

This paper discusses the historicity of the Quran in the view of John Wansbrough. By using the literature riview method, this study answers how Wansbrough views the historical aspects of the Quran. this study finds John Wansbrough addes another analytical consideration in understanding the history of the Quran. This is the application of the literary method which focuses on the analysis of the logic and the suitability of the use of language at the time of the revelation of the Quran.