Results 221 to 230 of about 12,481 (260)
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International Journal of Computer Vision, 2006
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Svetlana Lazebnik +2 more
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Svetlana Lazebnik +2 more
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Applied Categorical Structures, 2001
A concrete category \((\mathcal K,U)\) is called solid if for every \(U\)-structured sink \(\{a_i:UA_i\to X\mid i\in I\}\) there exists a universal map \(b:X\to UB\) such that \(b\circ a_i=Ug_i\) for some \(\mathcal K\)-morphism \(g_i:A_i\to B\) and for all \(i\in I\). A solid hull of a concrete category \((\mathcal K,U)\) is a full concrete embedding \
Adámek, Jirí, Sousa, Lurdes
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A concrete category \((\mathcal K,U)\) is called solid if for every \(U\)-structured sink \(\{a_i:UA_i\to X\mid i\in I\}\) there exists a universal map \(b:X\to UB\) such that \(b\circ a_i=Ug_i\) for some \(\mathcal K\)-morphism \(g_i:A_i\to B\) and for all \(i\in I\). A solid hull of a concrete category \((\mathcal K,U)\) is a full concrete embedding \
Adámek, Jirí, Sousa, Lurdes
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International Journal of Computational Geometry & Applications, 2004
We propose a hull operator, the reflex-free hull, that allows us to define a 3D analogue to bays in polygons. The reflex-free hull allows a rich set of topological types, yet for polyhedral input with n edges, it remains a polyhedral set with O(n) edges.
Hee-Kap Ahn +3 more
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We propose a hull operator, the reflex-free hull, that allows us to define a 3D analogue to bays in polygons. The reflex-free hull allows a rich set of topological types, yet for polyhedral input with n edges, it remains a polyhedral set with O(n) edges.
Hee-Kap Ahn +3 more
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Algorithmica, 1998
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Esther M. Arkin +6 more
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Esther M. Arkin +6 more
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Minimal Hulls, Null Hulls, and Currents
2021In this chapter we initiate the study of minimal hulls and null hulls of compact sets in Euclidean spaces. These hulls are defined by the maximum principle for minimal and null plurisubharmonic functions, in analogy to the classical polynomial and plurisubharmonic hulls of complex analysis.
Antonio Alarcón +2 more
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2021
HULL is a manuscript driven by bodily and imagined notions of witness that marry and complicate the historical and public with the personal and private. HULL is the buoyancy of a paradox; the un-shakable hyper corporeality of a body both Black and woman, and the social and spiritual liminality of Black womanhood.
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HULL is a manuscript driven by bodily and imagined notions of witness that marry and complicate the historical and public with the personal and private. HULL is the buoyancy of a paradox; the un-shakable hyper corporeality of a body both Black and woman, and the social and spiritual liminality of Black womanhood.
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A technology for pilot production of bacterial cellulose from oat hulls
Chemical Engineering Journal, 2020Gennady V Sakovich +2 more
exaly