Results 231 to 240 of about 288,938 (268)
Some of the next articles are maybe not open access.
Nanomedicine: Nanotechnology, Biology and Medicine, 2015
This article summarizes the overall issues surrounding cancer for the general audience. Individual differences between patients include genetic and non-genetic differences manifested in various cellular pathways, tumor heterogeneity and variability, differing contribution of tumor microenvironment and potential toward metastasis.
openaire +2 more sources
This article summarizes the overall issues surrounding cancer for the general audience. Individual differences between patients include genetic and non-genetic differences manifested in various cellular pathways, tumor heterogeneity and variability, differing contribution of tumor microenvironment and potential toward metastasis.
openaire +2 more sources
ACM Transactions on Graphics, 2015
Many tasks in geometry processing and physical simulation benefit from multiresolution hierarchies. One important characteristic across a variety of applications is that coarser layers strictly encage finer layers, nesting one another.
Leonardo Sacht +2 more
openaire +1 more source
Many tasks in geometry processing and physical simulation benefit from multiresolution hierarchies. One important characteristic across a variety of applications is that coarser layers strictly encage finer layers, nesting one another.
Leonardo Sacht +2 more
openaire +1 more source
Journal of Graph Theory, 1996
For \(k\geq2\), \(r\geq2\), and \(g\geq4\), let \(f(r,g,k)\) be the smallest positive integer for which there exists an \(r(k-1)\)-regular graph with \(f(r,g,k)\) vertices such that every clique has \(k\) vertices, every vertex is in \(r\) cliques, and the minimum length of a cycle with edges from distinct cliques is \(g\).
openaire +3 more sources
For \(k\geq2\), \(r\geq2\), and \(g\geq4\), let \(f(r,g,k)\) be the smallest positive integer for which there exists an \(r(k-1)\)-regular graph with \(f(r,g,k)\) vertices such that every clique has \(k\) vertices, every vertex is in \(r\) cliques, and the minimum length of a cycle with edges from distinct cliques is \(g\).
openaire +3 more sources
Polyhedral Metal-Imidazolate Cages: Control of Self-Assembly and Cage to Cage Transformation
Journal of the American Chemical Society, 2013A series of neutral cubic nickel(II)-imidazolate Ni8L12X4 cages were prepared by rational choices of substituents and anions with solvothermal subcomponent self-assembly technology. Both substituents and halide anions play a critical role in the formation and stabilization of cubic cages.
Xiao-Ping, Zhou, Yuan, Wu, Dan, Li
openaire +2 more sources
ACM Transactions on Graphics, 2013
Cage-based deformation has been one of the main approaches for mesh deformation in recent years, with a lot of interesting and active research. The main advantages of cage-based deformation techniques are their simplicity, relative flexibility, and speed.
Francisco González García +3 more
openaire +3 more sources
Cage-based deformation has been one of the main approaches for mesh deformation in recent years, with a lot of interesting and active research. The main advantages of cage-based deformation techniques are their simplicity, relative flexibility, and speed.
Francisco González García +3 more
openaire +3 more sources
Cage-by-cage supramolecular polymerization via panel-decorated triphenylphosphine organic cage
NanotechnologyAbstract Significant efforts have been dedicated to designing porous organic cage compounds with geometric complexity and topological diversity. However, the use of these cage molecules as premade building units for constructing infinite cage-based superstructures remains unexplored. Here, we report the use of a panel-decorated phosphine
Gui-Fang Mu +3 more
openaire +2 more sources
Cage Layer Fatigue (Cage Paralysis)
Avian Diseases, 19593. Dickinson, E. M. and W. R. Hinshaw. Treatment of infectious sinusitis of turkeys with argyrol and silver nitrate. Jour. Amer. Vet. Med. Assoc., 93, 151, 1938. 4. Hinshaw, W. R. Infectious sinusitis in "Diseases of Poultry.^ Edited by H. E. Biester and L. H. Schwarte, Iowa State College Press. Third Edition. 1132, 1952. 5. Hitchner, S. B.
openaire +1 more source
Catalysis within coordination cages
Coordination Chemistry Reviews, 2021Qiang Xu, Huan Pang, Jiawei Ding
exaly
All-inorganic POM cages and their assembly: A review
Coordination Chemistry Reviews, 2023ShouTian Zheng, Xinxiong Li
exaly