نتایج جستجو برای: 476

تعداد نتایج: 2563  

2011
Blas Armien Juan M. Pascale Carlos Munoz Sang-Joon Lee Kook L. Choi Mario Avila Candida Broce Anibal G. Armien Fernando Gracia Brian Hjelle Frederick Koster

During 2001-2007, to determine incidence of all hantavirus infections, including those without pulmonary syndrome, in western Panama, we conducted 11 communitywide surveys. Among 1,129 persons, antibody prevalence was 16.5%-60.4%. Repeat surveys of 476 found that patients who seroconverted outnumbered patients with hantavirus pulmonary syndrome by 14 to 1.

1998
Jun Okamoto Mariofanna Milanova Ulrich Bueker

Jun Okamoto Jr. Mariofanna Milanova Department of Mechanical Engineeriing Centro de Investigacion en Computacion Escola Politecnica da Universidade de IPN A.P.75-476, CP 07738, Mexico, Sao Paulo 05508-900, SP Brazil E-mail:[email protected] E-mail:[email protected] Ulrich Bueker University of Paderborn Department of Electrical Engineering, Germany E-mail:[email protected] ABSTRACT

Journal: :Journal of clinical microbiology 2013
Mitchell W Woodberry Rohit Shankar Anne Cent Keith R Jerome Jane Kuypers

The results of the Focus Simplexa FluA/B & RSV Direct assay were compared to those of laboratory-developed reverse transcription PCR tests for 498 nasopharyngeal swabs. Concordance rates were 96.6% (476/493; κ = 0.91), 97.6% (481/493; κ = 0.47), and 99.2% (488/492; κ = 0.94) for influenza A, influenza B, and respiratory syncytial virus, respectively.

Journal: :Journal of virology 2004
Adam Rosendorff Diego Illanes Gregory David Jeffrey Lin Elliott Kieff Eric Johannsen

Epstein-Barr virus (EBV) nuclear antigen 3C (EBNA3C) is critical for EBV immortalization of infected B lymphocytes and can coactivate the EBV LMP1 promoter with EBNA2. EBNA3C amino acids 365 to 545 are necessary and sufficient for coactivation and are required for SUMO-1 and SUMO-3 interaction. We found that EBNA3C but not EBNA3CDelta343-545 colocalized with SUMO-1 in nuclear bodies and was mod...

2016
Huimin He Sanyang Liu Rudong Chen

The aim of this paper is to study a finite family of H-accretive operators and prove common zero point theorems of them in Banach space. The results presented in this paper extend and improve the corresponding results of Zegeye and Shahzad (Nonlinear Anal 66:1161-1169, 2007), Liu and He (J Math Anal Appl 385:466-476, 2012) and the related results.

نمودار تعداد نتایج جستجو در هر سال

با کلیک روی نمودار نتایج را به سال انتشار فیلتر کنید