نتایج جستجو برای: abstract shah jahan
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MEASUREMENT IN DIGITAL MICROFLUIDICS Gaurav J. Shah, Saman Sadeghi, Huijiang Ding, Supin Chen,, R. Michael van Dam Crump Institute for Molecular Imaging and Department of Molecular & Medical Pharmacology, Biomedical Engineering Department, University of California, Los Angeles, USA ABSTRACT In this paper, we report on simplified and improved impedance detection in digital microfluidics for meas...
We study a regularized Mumford-Shah functional in the context of joint prior models for blur identification, blind image deconvolution and segmentation. For the ill-posed regularization problem, it is hard to find a good initial value for ensuring the soundness of the convergent value. A newly introduced prior solution space of point spread functions in a double regularized Bayesian estimation ...
The subject of captivity is the most common subject of textiles of Shah Tahmasb period in the middle of the tenth century AH. An examination of the reasons for the pattern of captivity on these textiles shows that there are important purposes behind the formation of this role. It is important to study this subject when significant examples of them have been identified and dated, if there has be...
Dennis, M. and Lindesay, J. (1995). Suicide in the elderly: the United Kingdom perspective. International Psychogeriatrics, 7, 263–274. Department of Health (1999). Saving Lives: Our Healthier Nation. (Cm 4386). London: Stationery Office. Harwood, D. M. J., Hawton, K., Hope, T. and Jacoby, R. (2000). Suicide in older people: mode of death, demographic factors, and medical contact before death. ...
The Mumford-Shah functional has had a major impact on a variety of image analysis problems, including image segmentation and filtering, and, despite being introduced over two decades ago, it is still in widespread use. Present day optimization of the Mumford-Shah functional is predominated by active contour methods. Until recently, these formulations necessitated optimization of the contour by ...
In this work, we approach the classic Mumford-Shah problem from a curve evolution perspective. In particular, we let a given family of curves define the boundaries between regions in an image within which the data are modeled by piecewise smooth functions plus noise as in the standard Mumford-Shah functional. The gradient descent equation of this functional is then used to evolve the curve. Eac...
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