E-ISSN: 2394-1979 | Peer-Reviewed Journal (Refereed Journal) | Hybrid Open Access
Research & Reviews: Discrete Mathematical Structures [2394-1979(e)]Â is a peer-reviewed hybrid open-access journal launched in 2014 that deals with discrete objects. Discrete objects are those which are separated from each other like integers, …
rrdms maintains an Editorial Board of practicing researchers from around the world, to ensure manuscripts are handled by editors who are experts in the field of study.
Dr. Engin Ozkan, Professor
Faculty of Science, Marmara University,, Haydarpasa, Turkey, 34668
Email :
Institutional Profile Link: https://avesis.marmara.edu.tr/eozkan
Journal: Research & Reviews: Discrete Mathematical Structures
This study applies Laspeyres, Paasche, and Fisher ideal indices to China’s official 2020–2024 price and quantity data, quantifying sectoral inflation and real growth in agriculture, manufacturing, services, exports, and investment.
This study applies Laspeyres, Paasche, and Fisher ideal indices to China’s official 2020–2024 price and quantity data, quantifying sectoral inflation and real growth in agriculture, manufacturing, services, exports, and investment.
Artificial Intelligence (AI) is deeply rooted in various branches of mathematics, which provide the theoretical foundation and practical tools for developing intelligent systems.
Algebraic geometry, a branch of mathematics that studies solutions to systems of polynomial equations, has profound implications in mathematical physics.Â
In this paper, we present a theorem and an efficient algorithm for computing all prime numbers up to a given integer X. Our theorem establishes a relationship between the primes up to X and those up to (X+1)2, providing a theoretical foundation for the algorithm.
Numbers are among the most fundamental constructs in human civilization, serving as the backbone of mathematics, science, technology, and virtually every aspect of daily life. They represent not only quantities and measures but also relationships, structures, and patterns that underpin the fabric of human understanding. From the earliest tallies etched on bones by prehistoric humans to the sophisticated numerical systems embedded in today’s artificial intelligence and quantum computing, the evolution of numbers reflects the intellectual and technological growth of humanity. This review article examines the historical development of numbers, their various classifications and representations, the philosophical interpretations surrounding them, their wide-ranging applications across disciplines, and their profound influence on modern society.
