Points of Coincidence That are Zeros of a Given Function

2019 ◽  
Vol 74 (4) ◽  
Author(s):  
Francesca Vetro
2017 ◽  
Vol 9 (5) ◽  
pp. 135 ◽  
Author(s):  
Flor Madrigal Moreno ◽  
Jaime Gil Lafuente ◽  
Fernando Ávila Carreón ◽  
Salvador Madrigal Moreno

The millennials constitute an important group of consumers. Therefore, to know how they behave has become an important issue. This paper aims to explain who the millennials are, to explain who belongs to this generational group and why they have become an attractive group for different social and economic sectors, by showing the most outstanding attitudes, tastes and buying behaviors.This is a qualitative and transactional research based on the review of various scientific articles retrieved from specialized journals which have helped to establish a characterization of the most prominent elements that describe the millennials, based on some points of coincidence described by different authors. The findings suggest that millennials are a highly attractive market as they have grown up in an environment where technology provides a platform for personalization and immediate gratification in all aspects of life. Consequently, the buying process for them is a time of enjoyment, where loyalty to the brands they purchase is relative. Also, millennials tend to spend their income quickly and more often through the web, and particularly through social networks like Facebook. Also, the results show that the millennials are more attracted by virtual advertising as coupons or discounts. The results contribute to the literature by providing a description of millennial consumers; showing in detailed the importance of this market segment and their buying behaviors.


1975 ◽  
Vol 21 (2) ◽  
pp. 222-248 ◽  
Author(s):  
D. Moody Smith

The ever-increasing volume of scholarly publications dealing with Johannine problems encourages the hope that a solution of what Harnack called the Johannine riddle is at last in sight. Yet a survey of the literature may leave the impression that scholars, like so many proverbial horsemen, are riding off in different directions through a trackless morass. Such an impression is not entirely accurate, however, for significant patterns and points of coincidence areemerging from what at first appears to be a complex and rather confused picture. The purpose of this article, therefore, is to point to several well-trodden pathways through the wildernessof Johannine problems which others have hewn out, and by clarification, summary and assessmentof some of the more important evidences bearing upon Johannine origins to suggest why these paths are well chosen and where they may be leading us.


2019 ◽  
Vol 26 (1/2) ◽  
pp. 203-210
Author(s):  
Veerapazham Murugan ◽  
Murugan Suresh Kumar

It is known that the iterative roots of continuous functions are not necessarily unique, if it exist. In this note, by introducing the set of points of coincidence, we study the iterative roots of order preserving homeomorphisms. In particular, we prove a characterization of identical iterative roots of an order preserving homeomorphism using the points of coincidence of functions.


1991 ◽  
Vol 06 (26) ◽  
pp. 4721-4751 ◽  
Author(s):  
C. ANEZIRIS ◽  
A.P. BALACHANDRAN ◽  
DIPTIMAN SEN

We show that there are novel generalizations of statistics for identical particles in one dimension. These arise due to possible boundary conditions on wave functions, or equivalently due to δ-function interactions, at points of coincidence of particle coordinates. Special choices of these boundary conditions describe bosons, fermions or paraparticles. The general solution for the boundary conditions involves vector-valued wave functions and statistics with non-Abelian features, even though the classical configuration space has an Abelian fundamental group. Physical models leading to such non-Abelian statistics, involving for example δ-function interactions of spins, are constructed. Properties under parity and time reversal of the new boundary conditions are studied. It is shown that the Bethe ansatz does not always give eigenstates of energy. When it does, the wave numbers in the ansatz for three or more particles must satisfy a weaker form of the Yang-Baxter equations and certain additional equations. The energy spectrum and wave functions for identical particles on R1 or S1 are discussed in some simple cases. Our work generalizes the previous work of Lieb and Liniger, Lieb, Yang and Leinaas and Myrheim.


2006 ◽  
Vol 20 (1) ◽  
pp. 229-261
Author(s):  
Peter Cocozzella

This essay is an exploration of Seneca’s influence on the bilingual (Catalan and Castilian) production, including poems and prose works, of Fra Francesc Moner, an extraordinarily talented Catalan writer of the late Middle Ages. After sampling Moner’s pithy renditions of Seneca’s sententious rhetoric, this essay delves into Moner’s assimilation of the salient topics and motifs that distinguish the Stoic philosophical system of Senecan vintage. The essay takes into account, particularly, some points of coincidence between Moner’s senequismo and that of Ausiàs March, the incomparable Valencian poet of the first half of the fifteenth century. An analysis of these coincidences suggests that Moner inherits from March a keen sensitivity to the metaphysical bond between the literary text as an icon of subjectivity and the moment-to-moment unfolding of human existence.


2021 ◽  
Vol 17 (1) ◽  
pp. 42-49
Author(s):  
V.N. Sukhanov

The article discusses the problem of reflection in the definition of personality in the context of the works of G.V.F. Hegel, I.G. Fichte, and F. T. Mikhailov. The identity of the origins of science and the origins of personality is revealed through the study of human activity. A historical excursion is conducted with an analysis of the discussion between L.S. Vygotsky and J. Piaget presented in the book «Thinking and Speech». It is shown that it was necessary for F.T. Mikhailov to refer to the Paleolithic era in his study of the essential human ability to perform appropriate self-regulated actions. The article reveals the connection between productive imagination and self-reflection. A critique of the reflection of everyday consciousness is given. The article shows the significance of Kant's third Antinomy of pure reason, which a person always faces when approaching the solution of his own Self. The article also explores the rationale for the development of human creative abilities. It outlines the role of E.V. Ilyenkov’s philosophical concept of the ideal in understanding the nature of the human Self. The points of coincidence of ontogeny and phylogeny in the formation of personality are defined. The article concludes that the social nature of the individual depends on the reflective attitude in the process of object-transformative activity. The issue of subjective understanding of reality through practice is considered.


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