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Versions of Triangular Desire in Hungarian Literature: Reading Sándor Márai and Péter Nádas
Hungarian Cultural Studies, 2018 Two Hungarian authors, Sándor Márai and Péter Nádas, seem to have one thing in common: their attraction to triangular relationships. Written between 1935 and 1942 and portraying human relations in pre-World War II Hungary, Márai’s two novels and one ...
Enikő Bollobás
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Universality of Graphs with Few Triangles and Anti-Triangles [PDF]
Combinatorics, Probability and Computing, 2015 We study 3-random-likegraphs, that is, sequences of graphs in which the densities of triangles and anti-triangles converge to 1/8. Since the random graph$\mathcal{G}$n,1/2is, in particular, 3-random-like, this can be viewed as a weak version of quasi-randomness.
Dan Hefetz, Mykhaylo Tyomkyn
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Fractal and FractionalTriangular shapes have been studied from different perspectives over a wide temporal frame since ancient times. Initially, fundamental theorems were formulated to demonstrate their geometrical properties. Philosophy and art leveraged the peculiar aspects
Romolo Marcelli
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MedEdPORTAL, 2014 Introduction Faculty at Academic Medical Centers are often not formally educated or prepared for their teaching role. Similarly, residents, fellows, nurses, and many other health care teams find themselves in a teaching role while taking care of patients.
Mariah Rudd, Alisa Nagler, Hugh Crumley
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Mathematics, 2022 Studies have shown that solving real-world problems involving triangles is one of the most difficult topics for the pre-service secondary mathematics teachers engaging study and training in metropolitan institutions.
William Guo
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Radical Teacher, 2019 A documentary film on gay and lesbian history and experience is highly recommended for philosophy and other courses.
Cathy Hoffman, Diane Raymond
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Unsupervised Machine Learning for Improved Delaunay Triangulation
Journal of Marine Science and Engineering, 2021 Physical oceanography models rely heavily on grid discretization. It is known that unstructured grids perform well in dealing with boundary fitting problems in complex nearshore regions.
Tao Song +7 more
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How do We Know the Ancient Slavs also Knew Gnomons?
Studia Mythologica Slavica, 2022 I will attempt to demonstrate that the ‘sacred triangles based on the solar angle’ hypothesis cannot be regarded as a serious scientific proposition because it seems uncorroborated by any solid evidence. It is more an example of circular reasoning, which
Tomislav Bilić
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A rational cotangents of the angles of a triangle
Lietuvos Matematikos Rinkinys, 2014 We investigate how rational values cotangents angles of a triangle influence of its properties. The main result: cotangents of any two angles of a triangle are rational then, and only then, when a triangle similar to a triangle whose squares of sides are
Edmundas Mazėtis +1 more
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Combinatorial Reciprocity for Monotone Triangles [PDF]
Discrete Mathematics & Theoretical Computer Science, 2012 The number of Monotone Triangles with bottom row $k_1 < k_2 < ⋯< k_n$ is given by a polynomial $\alpha (n; k_1,\ldots,k_n)$ in $n$ variables. The evaluation of this polynomial at weakly decreasing sequences $k_1 ≥k_2 ≥⋯≥k_n $turns out to be interpretable
Ilse Fischer, Lukas Riegler
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