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knots geometry and its training in school [PDF]
Fanāvarī-i āmūzish, 2007 Euclidean geometry has been taught to students in schools for many years. Topological structures are among the topics that have not received much attention in school geometry.
E. Reyhani
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THE USE OF PENALIZED WEIGHTED LEAST SQUARE TO OVERCOME CORRELATIONS BETWEEN TWO RESPONSES
Barekeng, 2022 The non-parametric regression model can consider two correlated responses. However, for these conditions, we cannot use the usual estimation process because there are violations of assumptions.
Anna Islamiyati +6 more
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Barekeng, 2023 This study used a biresponse nonparametric regression method with truncated spline estimation that used two response variables. Nonparametric regression method is used when the regression curve is not known for its shape and pattern.One of the ...
Ar Ruum Mia Sari +2 more
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Minimum Number of Colors: the Turk’s Head Knots Case Study [PDF]
Discrete Mathematics & Theoretical Computer Science, 2015 An $r$-coloring of a knot diagram is an assignment of integers modulo $r$ to the arcs of the diagram such that at each crossing, twice the the number assigned to the over-arc equals the sum of the numbers assigned to the under-arcs, modulo $r$.
Pedro Lopes, João Matias
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Assortment structure in poplar plantation Populus x euramerjcana I-214 based on European standard [PDF]
Glasnik Šumarskog Fakulteta: Univerzitet u Beogradu, 2005 Assortment structure in poplar plantation Populus x euramericana I-214 was obtained by European standard for round wood. Based on the data of theoretical cutting, the correlation between total volume of assortments and tree diameter at breast height was ...
Danilović Milorad, Janjatović Gojko
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Aesthetical entanglements in mathematics education
Frontiers in Education, 2023 In this study, we develop a perspective on the diverse aesthetics historically associated with mathematics, inspired by Rancière's approach to aesthetics and politics.
Ricardo Nemirovsky +2 more
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Colored Tutte polynomials and composite knots [PDF]
Discrete Mathematics & Theoretical Computer Science, 2009 Surveying the results of three recent papers and some currently ongoing research, we show how a generalization of Brylawski's tensor product formula to colored graphs may be used to compute the Jones polynomial of some fairly complicated knots and, in ...
Gábor Hetyei +2 more
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Scaling Conjecture Regarding the Number of Unknots among Polygons of N≫1 Edges
Physics, 2021 The conjecture is made based on a plausible, but not rigorous argument, suggesting that the unknot probability for a randomly generated self-avoiding polygon of N≫1 edges has only logarithmic, and not power law corrections to the known leading ...
Alexander Y. Grosberg
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Вестник Дагестанского государственного технического университета: Технические науки, 2023 Objective. This article discusses spatial large-span structures; provides features of their work; as well as layout examples. General dimensions and ways of stabilizing displacements are given.Method.
A. K. Yusupov +2 more
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Influence of ionic conditions on knotting in a coarse-grained model for DNA
Frontiers in Chemistry, 2023 We investigate knotting probabilities of long double-stranded DNA strands in a coarse-grained Kratky-Porod model for DNA with Monte Carlo simulations. Various ionic conditions are implemented by adjusting the effective diameter of monomers.
Sarah Wettermann +2 more
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