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IRIS Research Staff | |
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Muharrem Mercimek, PhD Student |
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Office: |
209
Ferris Hall,
1508 Middle Drive University of Tennessee Knoxville, TN 37996-2100 | |
| E-mail: | mmercime@utk.edu | ||
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| Office Hours | Meetings/Classes | Lunch Time | |
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Monday |
9.00-5.30 | IRIS Lab Meeting 10:00 | 12:00-12:30 |
| Tuesday | 9.00-5.30 | 12:00-12:30 | |
| Wednesday | 9.00-5.30 | 12:00-12:30 | |
| Thursday | 9.00-5.30 | 12:00-12:30 | |
| Friday | 9.00-5.30 | IRIS Lab Meeting 10:30 | 12:00-12:30 |
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Iterative and Linear
Deconvolution Methods The problem of deconvolution is fundamental to many problems of image restoration. Many of the practical modalities share the property that an imaging process distorts an object. The signal of interest is degraded by noise, blur and the presence of other extraneous data. The important data is hidden by noise and less important signals. In many cases the blurring is known but the problem is complicated by either noise that is due to low light levels or sensor readout noise. In this research several deconvolution algorithms are studied. | |
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Nano
Imaging
•In this research, a very unique data obtained with a
high-resolution electron microscope, was studied.
•An iterative non-negative least squares solver, proposed by
Dougherty, towards approximating the true image function is used.
•Two main problems effecting the 3D visualization of the data
are handled;
Misalignments of the depth sections.
–Degradations seen on the image model.
•A visually significant enhancement is obtained.
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Face images of both thermal and visual images are used multi-modal image registration for image fusion purpose is investigated.
• Normalized
mutual information value for heuristic parameter search step of is
stored. Maximization of the MI gives us the appropriate alignment for
registration. Due to its intensity based calculations in the different
modalities this method tries to find similar regions. If the similar
regions are overlapped MI of the overlapping part will be the best
alignment, and registration.
•A smooth
continuously increasing or decreasing MI function is hard to find.
A general algorithm that does not trapped into local minima will
be the solution of this problem. In the parameter search algorithm
scaling, translation, and rotation are considered.
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Image registration using Mutual information with image blending For the evaluation of the registered images blending or warping is applied.
•Assuming the registration is done with small rotations (they are actually between 0 and 5 degrees) and illumination change is along one direction we applied a first degree linear blending algorithm along one direction. We super positioned floating and reference images after we applied blending to both of them. • After blending we had a smooth registered image.
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3D reconstruction of
automotive parts and terrain To reconstruct the surfaces of small mechanical objects and terrains using primitive relationships and functions of 3D points acquired with laser scanners and to analyze 3D images. Genex 3D FaceCam scanner for small objects, Riegl Laser Scanner for terrain are used as data acquisition tools and for registration Rapidform04 software is used.
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