Journals / Journal of New Theory
Journal of New Theory
Journal of New Theory (abbreviated as J. New Theory or JNT) is a mathematical journal focusing on new mathematical theories or their applications to science. J. New Theory is an international, peer-reviewed, and open-access journal. JNT was founded on 18 November 2014, and its first issue was published on 27 January 2015. Language: As of 2023, JNT accepts contributions in American English only. Editor-in-Chief : Naim Çağman E-mail: journalofne [email protected] APC: JNT incurs no article processing charges. Review Process: Blind Peer Review DOI Numbers : The published papers are assigned DOI numbers. The policy of Screening for Plagiarism: JNT accepts submissions for pre-review only if their similarity rate on iThenticate , excluding Sources less than 1% and Bibliography, is 30% or less . Publication Ethics : The governance structure of Journal New Theory and its acceptance procedures are transparent and designed to ensure the highest quality of published material. JNT adheres to the international standards developed by the Committee on Publication Ethics (COPE) . Creative Commons License: JNT is licensed under a Creative Commons Attribution-NonCommercial 4.0 International Licence (CC BY-NC) . This license entitles authors to the right to use their studies for non-commercial purposes. Authors can copy and share their studies on any medium or in any format and restudy the contents thereof for non-commercial reasons. When using studies, authors should cite the journal in which the study has been initially published. Authors may make changes in the paper in any reasonable manner on the condition that they inform JNT of these alterations, but this does not imply that the licensor approves of the authors and their use. For more information about this license, click here .
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Aim
Amaç ve Kapsam Journal of New Theory aims to share new ideas in pure or applied mathematics with the world of science. Journal of New Theory publishes original research articles and reviews concerned with the studies in the areas of Mathematics Subject Classification System ( MSC2020) . The subjects on DergiPark are as follows: Mathematical Sciences > Applied Mathematics > Approximation Theory and Asymptotic Methods Mathematical Sciences > Applied Mathematics > Biological Mathematics Mathematical Sciences > Applied Mathematics > Calculus of Variations, Mathematical Aspects of Systems Theory and Control Theory Mathematical Sciences > Applied Mathematics > Complex Systems in Mathematics Mathematical Sciences > Applied Mathematics > Dynamical Systems in Applications Mathematical Sciences > Applied Mathematics > Financial Mathematics Mathematical Sciences > Applied Mathematics > Mathematical Methods and Special Functions Mathematical Sciences > Applied Mathematics > Operations Research İn Mathematics Mathematical Sciences > Applied Mathematics > Theoretical and Applied Mechanics in Mathematics Mathematical Sciences > Applied Mathematics > Applied Mathematics (Other) Mathematical Sciences > Numerical and Computational Mathematics > Experimental Mathematics Mathematical Sciences > Numerical and Computational Mathematics > Finite Element Analysis Mathematical Sciences > Numerical and Computational Mathematics > Mathematical Optimisation Mathematical Sciences > Numerical and Computational Mathematics > Numerical Analysis Mathematical Sciences > Numerical and Computational Mathematics > Numerical Solution of Differential and Integral Equations Mathematical Sciences > Numerical and Computational Mathematics > Symbolic Calculation Mathematical Sciences > Numerical and Computational Mathematics > Numerical and Computational Mathematics (Other) Mathematical Sciences > Pure Mathematics > Algebra and Number Theory Mathematical Sciences > Pure Mathematics > Algebraic and Differential Geometry Mathematical Sciences > Pure Mathematics > Category Theory, K Theory, Homological Algebra Mathematical Sciences > Pure Mathematics > Combinatorics and Discrete Mathematics (Excl. Physical Combinatorics) Mathematical Sciences > Pure Mathematics > Group Theory and Generalisations Mathematical Sciences > Pure Mathematics > Lie Groups, Harmonic and Fourier Analysis Mathematical Sciences > Pure Mathematics > Mathematical Logic, Set Theory, Lattices and Universal Algebra Mathematical Sciences > Pure Mathematics > Operator Algebras and Functional Analysis Mathematical Sciences > Pure Mathematics > Ordinary Differential Equations, Difference Equations and Dynamical Systems Mathematical Sciences > Pure Mathematics > Partial Differential Equations Mathematical Sciences > Pure Mathematics > Real and Complex Functions (Incl. Several Variables) Mathematical Sciences > Pure Mathematics > Topology Mathematical Sciences > Pure Mathematics > Pure Mathematics (Other) Mathematical Sciences > Statistics > Applied Statistics Mathematical Sciences > Statistics > Biostatistics Mathematical Sciences > Statistics > Computational Statistics Mathematical Sciences > Statistics > Forensic Evaluation, Inference and Statistics Mathematical Sciences > Statistics > Large and Complex Data Theory Mathematical Sciences > Statistics > Operation Mathematical Sciences > Statistics > Probability Theory Mathematical Sciences > Statistics > Quantitative Decision Methods Mathematical Sciences > Statistics > Risk Analysis Mathematical Sciences > Statistics > Soft Computing Mathematical Sciences > Statistics > Spatial Statistics Mathematical Sciences > Statistics > Statistical Analysis Mathematical Sciences > Statistics > Statistical Data Science Mathematical Sciences > Statistics > Statistical Experiment Design Mathematical Sciences > Statistics > Statistical Quality Control Mathematical Sciences > Statistics > Statistical Theory Mathematical Sciences > Statistics > Stochastic Analysis and Modelli