نتایج جستجو برای: 053 for random

تعداد نتایج: 10422974  

2010
Jun Eun Park Joseph Kang Keon Hee Yoo Ki Woong Sung Hong Hoe Koo Do Hoon Lim Hyung Jin Shin Hyoung Jin Kang Kyung Duk Park Hee Young Shin Il Han Kim Byung-Kyu Cho Ho Joon Im Jong Jin Seo Hyeon Jin Park Byung-Kiu Park Hyo Seop Ahn

The efficacy and toxicity of high-dose chemotherapy and autologous stem cell transplantation (HDCT/ASCT) were investigated for improving the outcomes of patients with relapsed medulloblastoma. A total of 15 patients with relapsed medulloblastoma were enrolled in the KSPNO-S-053 study from May 2005 to May 2007. All patients received approximately 4 cycles of salvage chemotherapy after relapse. T...

Journal: :Journal of Investigative Dermatology 2017

2007
Prasenjit Saha

We map substructure in three strong lensing systems having particularly good image data: the galaxy lens MG J0414+053 and the clusters SDSS J1004+411 and ACO 1689. Our method is to first reconstruct the lens as a pixelated mass map and then substract off the symmetric part (in the galaxy case) or a projected NFW (for the cluster lenses). In all three systems we find extended irregular structure...

Journal: :international journal of industrial mathematics 2010
e. deiri b. g. sadeghpour g. h. yari

Journal: :journal of sciences islamic republic of iran 0

in a celebrated work by shao [13] several inequalities for negatively associated random variables were proved. in this paper we obtain some maximal inequalities for associated random variables. also we establish a maximal inequality for demimartingales which generalizes and improves the result of christofides [4].

In this paper, the concepts of positive dependence and linearlypositive quadrant dependence are introduced for fuzzy random variables. Also,an inequality is obtained for partial sums of linearly positive quadrant depen-dent fuzzy random variables. Moreover, a weak law of large numbers is estab-lished for linearly positive quadrant dependent fuzzy random variables. Weextend some well known inequ...

In a celebrated work by Shao [13] several inequalities for negatively associated random variables were proved. In this paper we obtain some maximal inequalities for associated random variables. Also we establish a maximal inequality for demimartingales which generalizes and improves the result of Christofides [4].

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