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Mathematical Connections and the Mathematics Teacher’s Specialised Knowledge
Mathematics, 2022 This study seeks to explore the relationship between recent findings on mathematical connections and the Mathematics Teacher’s Specialised knowledge model.
Genaro De Gamboa +2 more
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Communications Physics, 2021 We formulate a general Kuramoto model on weighted simplicial complexes where phases oscillators are supported on simplices of any order $k$. Crucially, we introduce linear and non-linear frustration terms that are independent of the orientation of the $k+1$ simplices, providing a natural generalization of the Sakaguchi-Kuramoto model.
Arnaudon, A +3 more
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MORPHOLOGICAL SPATIAL PATTERN ANALYSIS: OPEN SOURCE RELEASE [PDF]
The International Archives of the Photogrammetry, Remote Sensing and Spatial Information Sciences, 2022 The morphological segmentation of binary patterns provides an effective method for characterising spatial patterns with emphasis on connections between their parts as measured at varying analysis scales.
P. Soille, P. Vogt
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On a hierarchy of Booleanfunctions hard to compute in constant depth [PDF]
Discrete Mathematics & Theoretical Computer Science, 2001 Any attempt to find connections between mathematical properties and complexity has a strong relevance to the field of Complexity Theory. This is due to the lack of mathematical techniques to prove lower bounds for general models of computation. This
Anna Bernasconi
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Elementary school students’ mathematical connection in problem-posing activities
Jurnal Elemen, 2022 The ability of mathematical connections possessed by students can be seen from the ability of students to compile math problems. This study aims to determine the type of mathematical connection made by elementary school students in problem-posing ...
Mohammad Archi Maulyda +2 more
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Simplified but Not the Same: Tracing Numeracy Events through Manually Simplified Newsela Articles
Numeracy, 2021 New York-based education startup Newsela has quickly gained popularity with K-12 educators in the six years since its launch. Its website boasts that it serves 90% of schools in the United States including the 1.5 million teachers they employ and their ...
Ellen Agnello
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Nonlinear Analysis of Rotational Springs to Model Semi-Rigid Frames
Entropy, 2022 This paper explains the mathematical foundations of a method for modelling semi-rigid unions. The unions are modelled using rotational rather than linear springs.
César Antonio Rodríguez González +3 more
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Linear Datalog and Bounded Path Duality of Relational Structures [PDF]
Logical Methods in Computer Science, 2005 In this paper we systematically investigate the connections between logics with a finite number of variables, structures of bounded pathwidth, and linear Datalog Programs.
Victor Dalmau
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Optimizing information processing in brain-inspired neural networks [PDF]
Bulletin of the Polish Academy of Sciences: Technical Sciences, 2020 The way brain networks maintain high transmission efficiency is believed to be fundamental in understanding brain activity. Brains consisting of more cells render information transmission more reliable and robust to noise.
B. Paprocki +2 more
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Gintropy: Gini Index Based Generalization of Entropy
Entropy, 2020 Entropy is being used in physics, mathematics, informatics and in related areas to describe equilibration, dissipation, maximal probability states and optimal compression of information.
Tamás S. Biró, Zoltán Néda
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