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Julie+Elizabeth+Leto
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- Case of Lymphadenoma: Arsenical Pigmentation.
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Uploaded: 1919-1-1
- The impact of EPA and DHA on blood lipids and lipoprotein metabolism: ...
- Fish and fish oil-rich sources of long-chain n-3 fatty acids have been shown to be cardio-protective, through a multitude of different pathways including effects on arrhythmias, endothelial function, ...
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Uploaded: 2007-3-9
- A high-speed TVC system for full-range AC traceability
- Abstract A difficult and important region in the AC traceability chain lies in the higher voltage ranges from 30 volts to 1000 volts at frequencies between 100 kHz and 1 MHz. This paper describes rec...
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Uploaded: Publication Date: 27 Jun-1 Jul 1994
- A Framework for Global Illumination in Animated Environments 1995
- . We describe a new framework for efficiently computing and storing global illumination effects for complex, animated environments. The new framework allows the rapid generation of sequences represent...
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Uploaded: 13-05-09
- Conservative Volumetric Visibility with Occluder Fusion 2000
- Visibility determination is a key requirement in a wide range of graphics algorithms. This paper introduces a new approach to the computation of volume visibility, the detection of occluded portions o...
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Views: (1009)
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Uploaded: 13-05-09
- Kronecker Product and SVD Approximations for Separable Spatially Varia...
- In image restoration, a separable, spatially variant blurring function has the form k(x; y; s; t) = k 1 (x; s)k 2 (y; t). If this kernel is known, then discretizations lead to a blurring matrix which ...
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Uploaded: 13-05-09
- Kronecker Product and SVD Approximations for Separable Spatially Varia...
- In image restoration, a separable, spatially variant blurring function has the form k(x; y; s; t) = k 1 (x; s)k 2 (y; t). If this kernel is known, then discretizations lead to a blurring matrix which ...
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Views: (1006)
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Uploaded: 13-05-09
- Kronecker Product and SVD Approximations for Separable Spatially Varia...
- In image restoration, a separable, spatially variant blurring function has the form k(x; y; s; t) = k 1 (x; s)k 2 (y; t). If this kernel is known, then discretizations lead to a blurring matrix which ...
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Views: (1006)
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Uploaded: 13-05-09