Advances in Applied Algebra and Related Topics

Dear Colleagues,

In this Special Issue, we focus on cutting-edge algebra applications at the crossroads of theory and application. This collection delves into the dynamic landscape where algebraic principles are powerful tools to unravel real-world challenges across diverse domains. From cryptography and computer science to data analysis and engineering applications, this Special Issue aims to spotlight the transformative impact of applied algebra.

The primary goal is to showcase recent advancements that bridge the theoretical elegance of algebraic structures with their practical utility, emphasizing their pivotal role in addressing contemporary problems. We invite contributions that demonstrate the versatility and applicability of algebraic concepts, including but not limited to linear algebra, group theory, ring theory, number theory, and polynomial algebra. The scope extends to applications in cryptography, data science, mathematical modeling, optimization problems, and beyond.

Contributors are encouraged to expose how algebraic methodologies provide innovative solutions in areas such as coding theory, computational algebra, and algebraic geometry. By bringing together researchers and practitioners, we aim to foster a rich exchange of ideas, providing a deeper understanding of how algebraic approaches contribute to the ever-evolving landscape of applied sciences. "Advances in Applied Algebra and Related Topics" aims to contribute to shaping the future of applied algebra and its profound impact on technological advancements and problem-solving methodologies.

Dr. Filipa Soares de Almeida
Prof. Dr. Fabio Caldarola
Guest Editors

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