Journals in Mathematics
Journals in Mathematics
The Mathematics collection presents a range of foundational and advanced research content across applied and discrete mathematics, including fields such as Computational Mathematics; Differential Equations; Linear Algebra; Modelling & Simulation; Numerical Analysis; Probability & Statistics.
- ISSN: 0377-2217
European Journal of Operational Research
Published in collaboration with the Association of European Operational Research Societies (EURO)The European Journal of Operational Research (EJOR) publishes high quality, original papers that contribute to the methodology of operational research (OR) and to the practice of decision making. EJOR contains the following types of papers:• Invited Reviews, explaining to the general OR audience the developments in an OR topic over the recent years • Innovative Applications of OR, describing novel ways to solve real problems • Theory and Methodology Papers, presenting original research results contributing to the methodology of OR and to its theoretical foundations, • Short Communications, if they correct important errors found in papers previously published in EJORThe Theory and Methodology Papers are classified into one of the seven headings:• Continuous Optimization • Discrete Optimization • Production, Manufacturing and Logistics • Stochastics and Statistics • Decision Support • Computational Intelligence and Information Management • Interfaces with Other Disciplines
- ISSN: 0723-0869
Expositiones Mathematicae
This journal publishes articles in English in all branches of mathematics under the headings “Survey Articles”, "Main Research Articles" and "Short Research Notes".Survey articles - are expositions on contemporary mathematical research written in a way that a research student or a mathematician who may not be an expert on the topic can read them profitably. Authored by leading experts, survey articles should offer a well-organized, critical and in-depth overview of a specific research area. There is no page limit for survey articles.Main research articles - must contain significant new results, provide enough background information on the research topic and make high-level research accessible to a broad audience. Main research articles are expected to have at least fifteen pages.Short research notes - may present high-quality research on specialized topics, even if the scope is narrower or the level slightly more advanced. Short research notes should not exceed ten pages in length.Clarity of exposition, accuracy of the details, quality of research results, and the relevance and interest of the subject matter will be the decisive factors in our acceptance for publication of an article.
- ISSN: 1571-0645
Physics of Life Reviews
Physics of Life Reviews is an international journal appearing quarterly, that publishes review articles on physics of living systems, complex phenomena in biological systems, and related fields of artificial life, robotics, mathematical bio-semiotics, and artificial intelligent systems. This journal is a unifying force, going across the barriers between disciplines, addressing all living systems from molecules to populations and from genetics to mind and artificial systems modeling these phenomena. The journal invites reviews from actively working researchers, which are broad in scope, critical, accessible to our wide readership and addresses sometimes controversial accounts of recent progress and problems.Physics of Life Reviews intends to keep the active researcher abreast of developments on a wide range of topics by publishing timely reviews, which are more than mere literature surveys but normally less than a full monograph. Although most of the reviews will be of a specialist nature, each review should contain enough introductory material to make the main points intelligible to a non-specialist and to inspire and facilitate interdisciplinary research. "Physics" in the journal name refers to the methodology unifying all areas of physics: (1) elucidating fundamental principles, (2) developing a mathematical model, (3) making experimentally verifiable predictions. We seek reviews aspiring to this universal paradigm. The reviews should address in a clear way the most important conceptual issues in a field, review existing theories and methods with their achievements and drawbacks or difficulties versus the issues, unsolved problems addressed by a new theory, method, or approach, and why a significant progress is achieved or expected. Future research directions, remaining unsolved problems, and experimental confirmations or controversies should also be addressed.
- ISSN: 1476-945X
Ecological Complexity
An International Journal on Biocomplexity in the Environment and Theoretical EcologyEcological Complexity is an international journal devoted to publishing high-quality, peer-reviewed articles on the complex nature of ecological systems, observed and theoretical and special issues on related and emerging topics. In addition to ecological questions, the journal welcomes papers that ask ecological questions by linking natural and social processes at various spatio-temporal scales.Ecological Complexity will publish research into the following areas: • Ecosystems and the biosphere as complex adaptive systems • Self-organization of spatially extended ecosystems • Emergent properties and structures of complex ecosystems • Ecological pattern formation in space and time • The role of biophysical constraints and evolutionary attractors on species assemblages • Ecological scaling (scale invariance, scale covariance and dynamics across scales), allometry, and hierarchy theory • Ecological topology and networks • Studies towards an ecology of complex systems • Approaches to complex systems for the study of dynamic human-environment interactions • Using knowledge of nonlinear phenomena to better guide policy development for adaptation strategies and mitigation to environmental change • New tools and methods for studying ecological complexityThe papers that should appear in this journal are characterized by: • Biocomplexity related to the environment and vice versa • Inter disciplinarity (e.g. biology, ecology, environmental science, mathematics, modelling) • Integration of natural and social processes (esp. over time)
- ISSN: 0960-0779
Chaos, Solitons & Fractals
An interdisciplinary journal of nonlinear science.Chaos, Solitons & Fractals aims to be the leading journal in the interdisciplinary field of Nonlinear Science.It encourages the submission of high-quality articles (under the form of short communications, regular papers, and review papers) containing results which have a significant impact on the following subjects:nonlinear dynamics and non-equilibrium processes in physics and applied mathematics;complex matter and networks;biophysics, systems biology and computational biology;fluctuations and random processes;artificial intelligence, machine learning and big data analytics;self-organ... and emergent phenomena;applicatio... to social science, engineering and econophysics.The journal can only accept papers whose primary subject area lies within the above Aims & Scope.In particular, please take notice of the following, additional, criteria:In order to be acceptable, manuscripts of more mathematical nature should have a clear and explicit connection to physical insight or new qualitative features. The word "Solitons" should be understood as a label especially extended to all nonlinear integrable systems in complex natural phenomena. The paper should not bear on some explicit formulae, some standard solutions, constructions, or asymptotic methods.The journal is interested in articles providing strong insights in the mathematical theory of fractals that are profound for an important particular application, especially in complex systems. Numerical computations should only assist the developed results.The submitted Manuscripts should contain presentations which are a) of interdisciplinary interest, b) easily accessible also to a non-specialized-audi... and c) written in an excellent English style.Notice that if the above criteria are not fulfilled, submissions may be desk-rejected by the Journal's Editors without being sent to reviewers.
- ISSN: 0378-4371
Physica A: Statistical Mechanics and its Applications
Physica A: Statistical Mechanics and its Applications publishes high-quality fundamental and applied research in the field of statistical physics. The journal emphasizes the development and application of statistical mechanics methods to understand the behavior of microscopic, mesoscopic, and macroscopic systems across diverse disciplines.Research articles should explicitly utilize concepts, models, and techniques from statistical mechanics to address relevant problems. Applied studies are welcome when they demonstrate clear connections to statistical physics principles.Applicati... Domains (with emphasis on statistical mechanics)Soft Matter and Condensed Matter: Statistical mechanics of colloids, polymers, glasses, and complex fluids.Biological Systems and Biophysics: Statistical mechanics-based studies of cellular processes, biological signaling, noise, fluctuations, and systems biology.Chemical Systems: Statistical mechanics approaches to reaction kinetics, phase transitions, and molecular interactions.Complex Networks and Systems: Applications of statistical mechanics to socio-economic networks, financial markets, agent-based models, systemic risk, and the science of science.Interdiscipl... and Social Sciences: Models and analyses of economic and social systems, cultural and political complexity, and computational social science grounded in statistical mechanics principles.Traffic, Transportation, and Collective Dynamics: Statistical mechanics frameworks for vehicular traffic, pedestrian and evacuation dynamics, swarm behavior, intracellular transport, and models of collective motion.Phase Transitions and Critical Phenomena: Theoretical and experimental investigations of phase behavior and critical phenomena utilizing statistical mechanics methods.Artificial Intelligence and Data-Driven Methods: Applications to deep learning, genetic algorithms, and other AI techniques that explicitly incorporate concepts and methods of statistical mechanics.Other Interdisciplinary Areas: Novel insights and modeling approaches where statistical physics provides a foundational framework.Subfields CoveredThe journal welcomes submissions using statistical mechanics in the following subfields:Soft matterBiological systems and systems biologyChemical systemsEconophysics and sociophysicsTraffic and transportation systemsPhase transitions and critical phenomenaComplex systemsAI applications grounded in statistical mechanics approachesDomains Not CoveredPhysica A does not publish research primarily focused on:General physics outside the scope of statistical mechanics.Pure mathematical statistics, statistical applications, or mathematical methods unrelated to statistical physics.Mechanics, fluid mechanics, or mechanical engineering.Economic or econometric studies that do not explicitly employ statistical mechanics frameworks.