Results 251 to 260 of about 804,660 (312)
Natural selection driven by escape from shifting antibody classes shapes SARS-CoV-2 evolution
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Escape from escape analysis of Golang
Proceedings of the ACM/IEEE 42nd International Conference on Software Engineering: Software Engineering in Practice, 2020Escape analysis is widely used to determine the scope of variables, and is an effective way to optimize memory usage. However, the escape analysis algorithm can hardly reach 100% accurate, mistakes of which can lead to a waste of heap memory. It is challenging to ensure the correctness of programs for memory optimization.In this paper, we propose an ...
Cong Wang 0020 +5 more
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IEEE Transactions on Visualization and Computer Graphics, 2014
We present a technique to visualize the streamline-based mapping between the boundary of a simply-connected subregion of arbitrary 3D vector fields. While the streamlines are seeded on one part of the boundary, the remaining part serves as escape border.
Gustavo Mello Machado +3 more
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We present a technique to visualize the streamline-based mapping between the boundary of a simply-connected subregion of arbitrary 3D vector fields. While the streamlines are seeded on one part of the boundary, the remaining part serves as escape border.
Gustavo Mello Machado +3 more
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Postgraduate Medical Journal, 2019
Cotton wool spots (CWSs) are a known clinical finding in giant cell arteritis (GCA) when it presents with visual loss secondary to arteritic anterior ischaemic optic neuropathy. To our knowledge a single CWS, prior to visual loss is a unique presentation for cranial GCA in the English language literature.
Jasvir Virdee +3 more
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Cotton wool spots (CWSs) are a known clinical finding in giant cell arteritis (GCA) when it presents with visual loss secondary to arteritic anterior ischaemic optic neuropathy. To our knowledge a single CWS, prior to visual loss is a unique presentation for cranial GCA in the English language literature.
Jasvir Virdee +3 more
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Neurology, 1992
I performed a pupillographic study of pupillary escape to determine its effectiveness in detecting optic nerve and retinal disease. Fourteen patients and 39 normal subjects were included in the study. Only one patient had abnormal pupillary escape, even though 13 patients had relative afferent pupillary defects.
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I performed a pupillographic study of pupillary escape to determine its effectiveness in detecting optic nerve and retinal disease. Fourteen patients and 39 normal subjects were included in the study. Only one patient had abnormal pupillary escape, even though 13 patients had relative afferent pupillary defects.
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International Journal of Theoretical Physics, 1999
The author considers a dynamical system consisting of infinite number of rigid bodies of arbitrary size and subject to mutual elastic collisions alone, without any gravitational interaction. The author obtains a solution for equations of Newtonian mechanics which becomes unbounded in a finite time (a process called here escape to infinity.
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The author considers a dynamical system consisting of infinite number of rigid bodies of arbitrary size and subject to mutual elastic collisions alone, without any gravitational interaction. The author obtains a solution for equations of Newtonian mechanics which becomes unbounded in a finite time (a process called here escape to infinity.
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Scientific American, 2012
The article discusses the development of a biodegradable panel that allows crabs and other animals to escape from traps that have been lost by crab fisheries by the scientists Donna Bilkovic and Kirk Haven.
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The article discusses the development of a biodegradable panel that allows crabs and other animals to escape from traps that have been lost by crab fisheries by the scientists Donna Bilkovic and Kirk Haven.
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Annals of the New York Academy of Sciences, 2005
Abstract: There are two types of escapes in conservative dynamical systems with two degrees of freedom: escapes to infinity and escapes to certain singular points at a finite distance. In both cases the areas on a surface of section are not preserved. We consider the basins of escape to infinity in simple Hamiltonian systems. The initial conditions of
G, Contopoulos, M, Harsoula
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Abstract: There are two types of escapes in conservative dynamical systems with two degrees of freedom: escapes to infinity and escapes to certain singular points at a finite distance. In both cases the areas on a surface of section are not preserved. We consider the basins of escape to infinity in simple Hamiltonian systems. The initial conditions of
G, Contopoulos, M, Harsoula
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