منابع مشابه
Shah-Waardenburg Syndrome
Shah-Waardenburg syndrome (SWS) is a neurocristopathy and is characterized by Hirschsprung's disease (HD), deafness, and depigmentation of hairs, skin, and iris. Is a very rare congenital disorder with variable clinical expression. This report describes a 4-day-old male newborn with Waardenburg's syndrome associated with aganglionosis of the colon and terminal ileum, and review the relevant lit...
متن کاملMumford-Shah Regularizer with Spatial Coherence
As recently discussed by Bar, Kiryati, and Sochen in [3], the Ambrosio-Tortorelli approximation of the Mumford-Shah functional defines an extended line process regularization where the regularizer has an additional constraint introduced by the term ρ|∇v|. This term mildly forces some spatial organization by demanding that the edges are smooth. However, it does not force spatial coherence such a...
متن کاملJADA Azarpazhooh Carrasco - Labra , Prakeshkumar Shah
I nvestigators in a study published in 2010 compared the efficacy of nimesulide with that of meloxicam (two nonsteroidal anti-inflammatory drugs) in the control of postoperative pain, swelling and trismus after extraction of impacted man-dibular third molars. 1 Among their conclusions , the authors stated that " [nimesu-lide] was more effective than [meloxicam] in the control of swelling and tr...
متن کاملAn approximation for the Mumford-Shah functional
Ω |∇u| dx+ cH(Su) where u ∈ SBV (Ω), the space of special functions of bounded variation; Su is the approximate discontinuity set of u and Hn−1 is the (n− 1)-dimensional Hausdorff measure. Several approximation methods are known for the MumfordShah functional and, more in general, for free discontinuity functionals: the Ambrosio & Tortorelli approximation (see [1] and [3]) via elliptic function...
متن کاملEndpoint Regularity of 2d Mumford-shah Minimizers
We prove an ε-regularity theorem at the endpoint of connected arcs for 2-dimensional Mumford-Shah minimizers. In particular we show that, if in a given ball Br(x) the jump set of a given MumfordShah minimizer is sufficiently close, in the Hausdorff distance, to a radius of Br(x), then in a smaller ball the jump set is a connected arc which terminates at some interior point y0 and it is C 1,α up...
متن کاملذخیره در منابع من
با ذخیره ی این منبع در منابع من، دسترسی به آن را برای استفاده های بعدی آسان تر کنید
ژورنال
عنوان ژورنال: Journal of the Royal Asiatic Society
سال: 1896
ISSN: 1356-1863,1474-0591
DOI: 10.1017/s0035869x00024035