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  • Call for Papers: Selected papers from the XIV Annual International Conference of the Georgian Mathematical Union

    The Annual International Conference of the Georgian Mathematical Union was established in 2010 and has been held traditionally at Batumi Shota Rustaveli State University. Since 2021 the conference has been conducted in a hybrid format. The purpose of the conference is to bring together mathematicians from various fields to present their original research results and provide opportunities to establish new connections within the fields of pure and applied mathematics, as well as science, engineering, and technology.

    Deadline for submission: 30 October 2024

  • Call for Papers: Special Issue on "Mathematical Modelling under Uncertainty and Indeterminacy: Theoretical Advances and Applications"

    This Special Issue explores theoretical advancements in uncertainty and indeterminacy modeling and their practical applications across various domains. By bringing together cutting-edge research in these areas, this issue aims to foster a deeper understanding of how these advanced mathematical frameworks, rooted in applied analysis and functional analysis, can be utilized to tackle the most pressing challenges in uncertain and indeterminate environments. By integrating theoretical and applied perspectives, particularly those related to optimization, operator theory, and analytical methods in probability and statistics, this Special Issue will contribute to both the development of mathematical methods and their practical applications in diverse fields, thus attracting a wide audience of researchers and practitioners.

    Submission Open Date: September 15, 2024
    Submission Deadline: January, 2025
    Publication date: As per journal schedule

  • Call for Papers: Special Issue on “Fractional order systems and operator theory”

    The subject of fractional calculus and its potential applications have gained a lot of importance, mainly because it has become a powerful tool with more accurate and successful results in modeling several complex phenomena in numerous seemingly diverse and widespread fields of science and engineering. It was found that various, especially interdisciplinary applications, can be elegantly modeled with the help of fractional derivatives. Since fractional differential equations combined with operator theory, still used perfectly in applied sciences via mathematical modelling, it is very important to focus on the most promising open problems and new directions that were formulated based on the modern techniques and approaches presented recently in the field trying to have interesting and original results in real world. 

    This special issue will consider strictly strong papers resulted from modern analysis and applied aspects of fractional dynamic systems and operator theory. We also strongly encourage young researchers/PhD students who were obtained new contributions well supervised and guided by experts to submit their eminent papers to this special issue. Note that submitted papers should be explicitly meeting with the Aims and scope of JMS journal.

  • Call for Papers: Special Issue on “Nonlinear Analysis and Applications”

    This special issue aims to present cutting-edge developments and explore emerging trends in the field of Nonlinear Analysis and its applications. It seeks to promote the practical application of mathematical techniques to address real-world challenges across various scientific disciplines.

    Deadline for submission: July 15, 2024

    Deadline for reviews and revisions: November 01, 2024
    Full publication: February 01, 2025

  • Call for Papers: Special Issue on “Recent advancements in Mathematical Modeling and Simulation”

    This special issue includes papers on computational mathematics, mathematical modelling, numerical methods, optimization, and simulation. It examines how mathematical models and simulations help solve problems in physics, engineering, biology, economics, environmental sciences, and social sciences. This special issue provides academics, practitioners, and graduate students with the latest mathematical modelling and simulation advances. This special issue may inspire innovation, optimize processes, improve decision-making, and illuminate complex systems across domains.

    Deadline for submission: August 15, 2024

  • Call for Papers: Special Issue “Study of Multivariable Functional Equations: Theoretical and Applied Perspectives”

    Functional analysis, particularly the study of functional equations and inequalities, is pivotal in articulating social and physical phenomena through mathematical functions. This special issue aims to delve into the intricacies of stability in functional analysis, highlighting the significance of investigating exact and approximate solutions of functional equations. The resolution of unknown functional equations and the exploration of inequalities among proposed functional equations are areas of paramount importance. This issue will thoroughly explore pivotal equations and inequalities instrumental in a wide array of mathematical analysis problems across a vast spectrum of areas within pure and applied mathematics.

    The contributions within this issue will span a broad spectrum of applications, highlighting the pivotal role of equations, inequalities, and the computational methodologies pertinent to their resolution. These contributions have profoundly impacted our daily lives, pioneering novel tools and groundbreaking research breakthroughs.

    Deadline for submission: August 31, 2024

  • Call for Papers: From Classical to Modern Analysis: In memory of José Carlos Petronilho

    Professor José Carlos Petronilho, beyond his extraordinary academic and professional career, was an endearing and down-to-earth person, who was always accessible and who amassed encyclopedic knowledge in Analysis. Although his research area is framed in classical analysis, he was a professor of functional analysis at the University of Coimbra for more than a decade, which left a deep mark on a large part of his scientific production. The Special Issue will collect selected papers from the conference “ From Classical to Modern Analysis: In memory of José Carlos Petronilho”, a Satellite Conference of the 9th European Mathematical Congress, June 24-28, 2024, in Sanlúcar de Barrameda (Cadíz, Spain).

    Deadline for submission: 31 March 2025
    Deadline to complete reviews: 15 July 2025

  • Call for Papers: Special Issue on "Recent advances in analysis and applied mathematics"

    This special issue aims to showcase cutting-edge research at the intersection of theoretical and applied mathematics, with a focus on analysis and its applications in various scientific domains, highlighting impacts on diverse areas such as physics, engineering, biology, finance, and computer science. This special issue will feature original research articles, review papers within analysis and applied mathematics, including but not limited to: Functional Analysis and Operator Theory; Differential Equations and Dynamical Systems; Numerical Analysis and Scientific Computing; Mathematical Modeling and Applications in Science and Engineering. The objectives of this special issue are to: Advance theoretical understanding of fundamental concepts in analysis and applied mathematics; Develop innovative methodologies and algorithms for solving complex mathematical problems; Foster interdisciplinary collaboration between mathematicians and researchers in other fields; Showcase the diverse applications of analysis in addressing real-world challenges.

    Deadline for Submissions: November 31, 2024

  • Call for Papers: Special Issue on "Perturbations, Asymptotics, and related Tools"

    The Special Issue “Perturbations, Asymptotics, and related Tools” aims at covering the topics of perturbation and asymptotic problems for elliptic differential equations, and on more abstract and foundational questions that are essential to deal with perturbations and asymptotics. Said topics include (but are not restricted to): perturbations of the domain and/or of the underlying geometric structure; corner singularities and their effects on solutions of BVP; perturbations of the mass and of other parameters; regularity properties of layer potentials and their numerical computations; degenerate, Steklov, nonlinear, and higher order problems. The main objective of SI is to include papers from specialists coming from different backgrounds working on similar problems, to exchange ideas and techniques, and to present new challenging problems and open questions.

    Deadline for Submissions: January 31,  2025

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