نتایج جستجو برای: hunt bowen

تعداد نتایج: 7471  

2017
Jean S. Kutner Thomas A. Raffin

The American Hospital Association [6] (AHA), joined by the American Medical Association [7] (AMA), brought the suit against the US Department of Health and Human Services [8] (HHS) and its then-director Otis R. Bowen [9], to have a series of requirements for neonatal care struck down. These requirements?the first set of Baby Doe Rules?were created by the HHS and US President Ronald Reagan's Adm...

Hoshang Saghari, Mitra Eshghpour,

SUMMARY Herpes Zoster Cephalicus or Ramsey-Hunt syndrome is second only to Bells palsy as the most common cause of acute facial paralysis. The varicclla zoster virus is thought to be responsible for this syndrome; Involvement or the racial and auditory nerve. In this article, a patient who was admitted with vesticular eruption of the external car with facial paralysis, and auditory symptoms i...

2005
Robert Casey Andrew Chanler Munjal Desai Brenden Keyes Philip Thoren Michael Baker Holly A. Yanco

This paper describes the UMass Lowell entry into the Scavenger Hunt Competition at the AAAI-2005 Robot Competition and Exhibition. The scavenger hunt entry was built on top of the system we have been developing for urban search and rescue (USAR) research. The system includes new behaviors and behavior sequencing, vision algorithms and sensor processing algorithms, all used to locate the objects...

Journal: :The American Journal of Human Genetics 2003

Journal: :Critique d’art 2019

Journal: :Lab Animal 2018

Journal: :Nature 1981

2017

The American Hospital Association [6] (AHA), joined by the American Medical Association [7] (AMA), brought the suit against the US Department of Health and Human Services [8] (HHS) and its then-director Otis R. Bowen [9], to have a series of requirements for neonatal care struck down. These requirements?the first set of Baby Doe Rules?were created by the HHS and US President Ronald Reagan's Adm...

Journal: :Entropy 2017
Mingtian Li Jihua Ma

We consider the sets of quasi-regular points in the countable symbolic space. We measure the sizes of the sets by Billingsley-Hausdorff dimension defined by Gibbs measures. It is shown that the dimensions of those sets, always bounded from below by the convergence exponent of the Gibbs measure, are given by a variational principle, which generalizes Li and Ma’s result and Bowen’s result.

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