Results 11 to 20 of about 1,420,545 (206)
Mathematical Artifacts Have Politics: The Journey from Examples to Embedded Ethics [PDF]
arXiv, 2023 We extend Langdon Winner's idea that artifacts have politics into the realm of mathematics. To do so, we first provide a list of examples showing the existence of mathematical artifacts that have politics. In the second step, we provide an argument that shows that all mathematical artifacts have politics.
arxiv
On translating conditional statements into mathematical logic [PDF]
arXiv, 2022 In this paper, we highlight a profound difference between conditional statements in mathematical logic and natural languages. This difference exists even when the conditional statements are used in mathematical theorems.
arxiv
Machine learning-aided chemical kinetic modeling [PDF]
Chemical kinetic modeling is an indispensable tool, providing profound insights into the intricate molecular events unfolding within complex chemical reactions.
Lee, Jiyoung (Ph. D. in computational science, engineering and mathematics)
core +2 more sources
Pincherle's theorem in Reverse Mathematics and computability theory
, 2020 We study the logical and computational properties of basic theorems of uncountable mathematics, in particular Pincherle's theorem, published in 1882. This theorem states that a locally bounded function is bounded on certain domains, i.e. one of the first
Normann, Dag, Sanders, Sam
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Norman Julius Zabusky OBITUARY [PDF]
, 2018 Norman Julius Zabusky, who laid the foundations for several critical advancements in nonlinear science and experimental mathematics, died of idiopathic pulmonary fibrosis on 5 February 2018 in Beersheba, Israel.
Campbell, David K. +2 more
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Conceptual Mathematics via Literate Programming [PDF]
arXiv, 2022 Recent developments in computer programming and in mathematics suggest that there is a strong case for a new way of introducing programming to enhance the learning of school mathematics. The article describes a collaboration of mathematics and computer science teachers to solve the Josephus problem.
arxiv
Computational thinking as a tool in primary and secondary mathematical problem solving: a literature review [PDF]
, 2022 In this systematic literature review, we investigate the connections between computational thinking and problem solving in the context of primary and secondary mathematics education.
Bjerke, Annette Hessen +1 more
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FEBS Open Bio, EarlyView.This review highlights how foundation models enhance predictive healthcare by integrating advanced digital twin modeling with multiomics and biomedical data. This approach supports disease management, risk assessment, and personalized medicine, with the goal of optimizing health outcomes through adaptive, interpretable digital simulations, accessible ...
Sakhaa Alsaedi +2 more
wiley +1 more source
Computational reverse mathematics and foundational analysis [PDF]
, 2018 Reverse mathematics studies which subsystems of second order arithmetic are equivalent to key theorems of ordinary, non-set-theoretic mathematics. The main philosophical application of reverse mathematics proposed thus far is foundational analysis, which
Eastaugh, Benedict
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Using theoretical-computational conflicts to enrich the concept name of derivative [PDF]
, 2003 Recent literature has pointed out pedagogical obstacles associated with the use of computational environments in the learning of mathematics. In this paper, we focus on the pedagogical role of the computer's inherent limitations in the development of ...
Carvalho, Luiz Mariano +2 more
core +1 more source