Results 151 to 160 of about 737 (201)
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Clinics in Plastic Surgery, 2019
Treacher Collins syndrome is a rare genetic disorder of craniofacial development with a highly variable phenotype. The disorder displays an intricate underlying dysmorphology. Affected patients may suffer life-threatening airway complications and functional difficulties involving sight, hearing, speech, and feeding.
Albaraa, Aljerian, Mirko S, Gilardino
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Treacher Collins syndrome is a rare genetic disorder of craniofacial development with a highly variable phenotype. The disorder displays an intricate underlying dysmorphology. Affected patients may suffer life-threatening airway complications and functional difficulties involving sight, hearing, speech, and feeding.
Albaraa, Aljerian, Mirko S, Gilardino
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The Collins: W. Collin, Court Bookbinders & Ernst Collin, the Author of the Pressbengel
2016The Berlin-based firm of W. Collin led by Wilhelm and Georg Collin and the antiquarian, author, and editor Ernst Collin were among the leaders in German bookbinding trade and writings about the trade from the mid-1800's into the mid-1930's. During that same time, bookbinding experienced many transformations, as well, moving from a trade practiced in ...
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Canadian Journal of Mathematics, 1985
The fundamental theorem of projective geometry describes the bijective collineations between two projective spaces PV and PV′ of finite dimension (greater than one) over division rings k and k′ in terms of an isomorphism φ:k → k′ and a φ-semilinear bijective mapping between the underlying vector spaces V and V′.
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The fundamental theorem of projective geometry describes the bijective collineations between two projective spaces PV and PV′ of finite dimension (greater than one) over division rings k and k′ in terms of an isomorphism φ:k → k′ and a φ-semilinear bijective mapping between the underlying vector spaces V and V′.
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A Response to Collins, Collins and Willmott
International Sport Coaching Journal, 2016Anna-Liisa Ojala, Holly Thorpe
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Canadian Journal of Mathematics, 1968
Our aim in this paper is to consolidate and extend some of the notions in (1; 2; 5; 6) concerning free planes in order to facilitate the study of their collineation groups. An upper bound mn for the orders of the finite subroups of Gn will be established, where Gn is the collineation group of the free plane ƒn of rank n + 4. In the process, a result of
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Our aim in this paper is to consolidate and extend some of the notions in (1; 2; 5; 6) concerning free planes in order to facilitate the study of their collineation groups. An upper bound mn for the orders of the finite subroups of Gn will be established, where Gn is the collineation group of the free plane ƒn of rank n + 4. In the process, a result of
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Geometriae Dedicata, 2000
An \(\mathbb R^{n}\)-space \((P,{\mathcal L})\) is a linear incidence geometry such that the point space \(P\) is a topological space homeomorphic to \(\mathbb R^{n}\) and each element of the line space \({\mathcal L}\) is a closed subset of \(P\) homeomorphic to \(\mathbb R\); furthermore the geometric operation assigning to two points the unique line
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An \(\mathbb R^{n}\)-space \((P,{\mathcal L})\) is a linear incidence geometry such that the point space \(P\) is a topological space homeomorphic to \(\mathbb R^{n}\) and each element of the line space \({\mathcal L}\) is a closed subset of \(P\) homeomorphic to \(\mathbb R\); furthermore the geometric operation assigning to two points the unique line
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Matthew Collins, Founding Partner, Hutton Collins
2012In Chapter 7, TA’s European boss, Ajit Nedungadi, observed that ‘When there’s less of one form of capital in any market, there’s more opportunity for the other forms of capital.’ With debt very much less available than it used to be, particularly in developed markets, there’s no doubt that some growing businesses that might previously have funded ...
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Projective planes of order 12 do not have a collineation group of order 4
Journal of Combinatorial Designs, 2023Chihiro Suetake
exaly