Results 231 to 240 of about 1,099,483 (264)
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The Mathematical Gazette, 2014
We consider two connected problems: • For a given but otherwise arbitrary triangle in the plane, to construct similar triangles which ‘meet’ this triangle.
Tony Crilly, Colin R. Fletcher
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We consider two connected problems: • For a given but otherwise arbitrary triangle in the plane, to construct similar triangles which ‘meet’ this triangle.
Tony Crilly, Colin R. Fletcher
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Clinical Anatomy, 2013
AbstractCalot's triangle is an anatomical landmark of special value in cholecystectomy. First described by Jean‐François Calot as an “isosceles” triangle in his doctoral thesis in 1891, this anatomical space requires careful dissection before the ligation and division of the cystic artery and cystic duct during cholecystectomy. The modern definition of
Sala, Abdalla +2 more
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AbstractCalot's triangle is an anatomical landmark of special value in cholecystectomy. First described by Jean‐François Calot as an “isosceles” triangle in his doctoral thesis in 1891, this anatomical space requires careful dissection before the ligation and division of the cystic artery and cystic duct during cholecystectomy. The modern definition of
Sala, Abdalla +2 more
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Canadian Mathematical Bulletin, 2018
AbstractA Tits polygon is a bipartite graph in which the neighborhood of every vertex is endowed with an “opposition relation” satisfying certain properties. Moufang polygons are precisely the Tits polygons in which these opposition relations are all trivial.
Mühlherr, Bernhard, Weiss, Richard M.
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AbstractA Tits polygon is a bipartite graph in which the neighborhood of every vertex is endowed with an “opposition relation” satisfying certain properties. Moufang polygons are precisely the Tits polygons in which these opposition relations are all trivial.
Mühlherr, Bernhard, Weiss, Richard M.
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The Mathematical Gazette, 1981
In this article we shall study the ‘shape’ of a triangle, and its relation to the area formula Δ = √( s ( s - a )( s - b
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In this article we shall study the ‘shape’ of a triangle, and its relation to the area formula Δ = √( s ( s - a )( s - b
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The Mathematical Gazette, 1938
I. There are three ways of trisecting an angle bounded by OA and OB ( = 3 α or 3 α +2 π or 3 ...
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I. There are three ways of trisecting an angle bounded by OA and OB ( = 3 α or 3 α +2 π or 3 ...
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K-Theory, 2001
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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The Mathematical Gazette, 1939
Triangles with integral sides and circumradius. A general formula giving such triangles was stated by Gauss, we propose to find a general formula giving prime solutions—that is, a formula giving integral sides and circumradius, a, b, c, R , which have highest common factor ...
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Triangles with integral sides and circumradius. A general formula giving such triangles was stated by Gauss, we propose to find a general formula giving prime solutions—that is, a formula giving integral sides and circumradius, a, b, c, R , which have highest common factor ...
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Proceedings of the SIGCHI conference on Human factors in computing systems - CHI '98, 1998
This paper presents a system for interacting with digital information, called Triangles. The Triangles system is a physical/digital construction kit, which allows users to use two hands to grasp and manipulate complex digital information. The kit consists of a set of identical flat, plastic triangles, each with a microprocessor inside and magnetic edge
Matthew G. Gorbet +2 more
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This paper presents a system for interacting with digital information, called Triangles. The Triangles system is a physical/digital construction kit, which allows users to use two hands to grasp and manipulate complex digital information. The kit consists of a set of identical flat, plastic triangles, each with a microprocessor inside and magnetic edge
Matthew G. Gorbet +2 more
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Triangles Équilatéraux Dérivés d’un Triangle Quelconque
The Mathematical Gazette, 1939On a récemment signalé des simples constructions qui mènent d’un triangle plan tout à fait arbitraire à un triangle regulier. On peut établir que ce triangle dérivé jouit de cette remarquable qualité en s’inspirant à une profonde maxime d’Abel (” il faut énoncer un problème de manière de le pouvoir toujours résoudre “); on doit alors se proposer en ...
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Heronian Triangles Are Lattice Triangles
The American Mathematical Monthly, 2001(2001). Heronian Triangles Are Lattice Triangles. The American Mathematical Monthly: Vol. 108, No. 3, pp. 261-263.
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