ASYMMETRIES IN FINANCE AND ECONOMICS
Guest Editors: Durmuş Çağrı Yıldırım, Seda Bostancı, Seda Yıldırım, Seyfettin Erdoğan
This special issue of Symmetry: Culture and Science on the theme ‘Symmetric and Asymmetric Relationship Between Finance and Economics’ shall focus on research including aspects of the symmetrical and asymmetrical relationships in financial and economic.
Asymmetric information is an important issue for economic and financial relations. In 2001, George Akerlof, Michael Spence, and Joseph E. Stiglitz were awarded the Nobel Prize in Economics “for their analysis of markets with asymmetric information”. Apart from the Asymmetric Information problematic, due to the nature of macroeconomics, economic and financial relations can have asymmetrical features. Thus, the preference of asymmetric methods in explaining the relations between economic and financial variables provides more accurate results. This special issue aims to cover the handling of asymmetrical relationships in the search for real relationships between variables. We invite the authors to submit their theoretical or empirical research presenting asymmetric and symmetric estimating methods and solution models for economic and financial models.
This Special Issue aims to meticulously publish research that provides asymmetric forecasting and solution models for economics and financial relations. The influential studies published in the journal shall help decide the course of economic asymmetries by informing academicians, scholars, policy-makers, and other stakeholders. The following section presents several themes for potentially interesting future research opportunities in the field.
This call for special issue welcomes submissions in, but not limited to, the following areas: Asymmetric Information,
Asymmetric Causality,
Asymmetric Relations in Financial Markets,
Asymmetrical Relationships Between Macroeconomic Variables,
Symmetric and asymmetric risks,
Relationship between Financial Crises and Asymmetry,
Economic Policy Strategies and Asymmetric Effects in Economic Management,
Nonlinearity in Economics and Finance,
Nonlinear Relations in Economics,
Non-Linear Relations in Finance.
Please follow the instructions for authors (https://journal-scs.symmetry.hu/instructions-for-authors) and use the MS Word downloadable from the bottom of the page Instructions. Take special care to note: (1) the page size, margins, running heads; (2) the use of the built in styles; and (3) follow precisely the given style of references. For MS Word users, use MathType for formulas and equations.
The length of the papers may vary from 6 to 16 pages, including illustrations. Please note that the papers will be published both electronically and printed form. We can publish colour illustrations online, but we can print those illustrations in b/w only. The latter means that colours should be made distinguishable in grey-scales after conversion into b/w.
Deadline for submissions is September 30, 2022. The papers will be peer-reviewed before a decision is made on their acceptance.
Submission: Please send the manuscripts to the issue’s Editors listed below.
Durmuş Çağrı Yıldırım, Department of Economics, Tekirdag Namik Kemal University.
Email: cyildirim81@gmail.com
Seda Bostancı, Department of Political Science and Public Administration, Tekirdag Namik Kemal University.
Email: shbostanci@nku.edu.tr
Seda Yıldırım, Department of Business Administration, Tekirdag Namik Kemal University.
Email: sedayil1@gmail.com
Seyfettin Erdoğan, Department of Economics, Istanbul Medeniyet University.
Email: erserdagm@hotmail.com
FIBONACCI AND LUCAS NUMBERS: THE GOLDEN RATIO IN SCIENCE
Guest Editor: Tidjani Négadi
Dear Colleague,
The objective of this Special Issue is to arouse, we hope, an interest among researchers, from all branches of science, whose work is connected to Fibonacci and the closely related Lucas numbers as well as to the marvel of mathematics, the golden ratio. The occurrence of these superb mathematical objects is seen in many recent works. They are of considerable importance and interest to a large number of researchers from physics, quantum physics, general relativity, astrophysics, astronomy, chemistry, biology, architecture and so on. In quantum physics, for example, there are numerous appearances of the golden ratio (and also Fibonacci numbers) in recent works as in nonlinear photonic crystals, in quasi–one-dimensional Ising ferromagnetism, non-Abelian Fibonacci anyons and many other areas as atomic physics, chaos, superconductivity, astrophysics, black holes. In biology, too, these appearances are not left out, at all. Fibonacci’s numbers and the associated golden ratio appeared recently in several new additions inspiring and encouraging, we hope, the submission of new ones in this Special Issue. As a matter of fact, it has been established a connection between nucleotides frequencies in human single stranded DNA and Fibonacci numbers. (Other intersting works in genomics have found similar occurrences.) Fibonacci numbers have also been found to appear abundantly in the four ribonucleotides, the building blocks of RNA, together with the accompanying golden ratio reflecting quite remarkable proportions of atomic species. Moreover, it has been shown that Fibonacci and Lucas numbers, together, are able to nicely disclose the correct multiplet structure of the genetic code. The scope of this Special Issue is large enough to encompass all aspects of researches in physics and biology and all other areas of science, involving the golden ratio, Fibonacci and/or Lucas numbers. We strongly encourage our colleagues, including those of our Association, ISA, who are concerned with this kind of lively research, to submit their work.
Please follow the instructions for authors (https://journal-scs.symmetry.hu/instructions-for-authors) and use the MS Word downloadable from the bottom of the page Instructions. Take special care to note: (1) the page size, margins, running heads; (2) the use of the built in styles; and (3) follow precisely the given style of references. For MS Word users, use MathType for formulas and equations.
The length of the papers may vary from 6 to 16 pages, including illustrations. Please note that the papers will be published both electronically and printed form. We can publish colour illustrations online, but we can print those illustrations in b/w only. The latter means that colours should be made distinguishable in grey-scales after conversion into b/w.
Deadline for submissions is June 26, 2022. The papers will be peer-reviewed before a decision is made on their acceptance.
Submission: Please send the manuscripts to the issue’s Editor (tnegadi@gmail.com)
Dr. Tidjani Négadi
Member of the Advisory Board (ISA)
Member of the Advisory Editors’ Board (SCS)
Web: https://www.researchgate.net/profile/Tidjani-Negadi; https://biostatoran.academia.edu/TidjaniN%C3%A9gadi