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2227-7390: OCLC no. ... Mathematics is a semi-monthly peer-reviewed open-access scientific journal that covers all aspects of pure mathematics and applied mathematics ...
Mathematics: Mathematics 2013 2227-7390 Medical Sciences: 2013 2076-3271 Medicina: Medicine 1920 1648-9144 Medicines: 2014 2305-6320 Membranes: 2011 2077-0375 Merits: 2021 2673-8104 Metabolites: 2011 2218-1989 Metals: 2011 2075-4701 Meteorology: 2022 2674-0494 Methane: 2022 2674-0389 Methods and Protocols: 2018 2409-9279 Metrology: 2021 2673 ...
The Theory of Functional Connections (TFC) is a mathematical framework designed for functional interpolation.It introduces a method to derive a functional— a function that operates on another function—capable of transforming constrained optimization problems into equivalent unconstrained problems.
Mathematics. 9 (22): 2954. doi: 10.3390/math9222954. ISSN 2227-7390. Bu, Hao; Sun, Meng (March 2020). "Towards Modeling and Verification of the CKB Block Synchronization Protocol in Coq". Formal Methods and Software Engineering: 22nd International Conference on Formal Engineering Methods, ICFEM 2020, Singapore. Lecture Notes in Computer Science.
Maurice Clerc worked in the Research and Development department of France Télécom.. His early work focused on fuzzy representations. [2] [3] [4] He was later recognized as a world specialist in particle swarm optimization (PSO) [5] [6] jointly with James Kennedy.
Mathematics. 3 (4). MDPI AG: 1192–1221. arXiv: 1405.6888. doi: 10.3390/math3041192. ISSN 2227-7390. Schroeter, H. (1889), "Ueber die Bildungsweise und geometrische Konstruction der Konfigurationen 10 3 ", Nachrichten von der Königl. Gesellschaft der Wissenschaften und der Georg-Augusts-Universität zu Göttingen, 1889: 193–236
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He is an amateur mathematician and his papers have been published in the Indian Journal of Pure and Applied Mathematics and Indian Math Society in 2016 and The Ramanujan Journal in 2018 regarding Generalized Wallis-Euler Products and New Infinite Products for π. [6] [7] Published "Euler Sums and Integral Connections" in MDPI. [8]