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Visual Computing Research @ CTI, DePaul University PowerPoint PPT Presentation
Visual Computing Research @ CTI, DePaul University - Research @ CTI, DePaul University Daniela Raicu Assistant Professor draicu@cs.depaul.edu http://facweb.cs.depaul.edu/research/vc
Research @ CTI, DePaul University Daniela Raicu Assistant Professor draicu@cs.depaul.edu http://facweb.cs.depaul.edu/research/vc
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A study on the effect of imaging acquisition parameters on lung nodule image interpretation PowerPoint PPT Presentation
A study on the effect of imaging acquisition parameters on lung nodule image interpretation - Title: A study on the effect of imaging acquisition parameters on lung nodule image interpretation Author: jwantrob Last modified by: syu Created Date
Title: A study on the effect of imaging acquisition parameters on lung nodule image interpretation Author: jwantrob Last modified by: syu Created Date
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Medical Imaging Projects PowerPoint PPT Presentation
Medical Imaging Projects - Soft Tissue Segmentation in Computed Tomography. Project 1: ... b) width 1000HU/level 700HU (lung detail is well seen; bone and soft tissue detail is lost) ...
Soft Tissue Segmentation in Computed Tomography. Project 1: ... b) width 1000HU/level 700HU (lung detail is well seen; bone and soft tissue detail is lost) ...
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A study on the effect of imaging acquisition parameters on lung nodule image interpretation PowerPoint PPT Presentation
A study on the effect of imaging acquisition parameters on lung nodule image interpretation - Studies develop CAD systems using images from one CT scanner ... Manufacturer, Collimation, Section Thickness. Effect on nodule detection algorithm3 ...
Studies develop CAD systems using images from one CT scanner ... Manufacturer, Collimation, Section Thickness. Effect on nodule detection algorithm3 ...
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Notes on Horsthemke and Lefever PowerPoint PPT Presentation
Notes on Horsthemke and Lefever - X(r, t) = vectors whose components Xi are state variables ... to try to present here a complete panorama of what is known of the bifurcation ...
X(r, t) = vectors whose components Xi are state variables ... to try to present here a complete panorama of what is known of the bifurcation ...
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