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Science / Physics / Aerodynamics / Speed of sound / Attenuation / Bayesian probability / Ultrasound / Dispersion relation / Bayesian inference / Statistics / Bayesian statistics / Acoustics


Inverse problems in cancellous bone: Estimation of the ultrasonic properties of fast and slow waves using Bayesian probability theory Christian C. Anderson, Adam Q. Bauer, and Mark R. Holland Department of Physics, Washi
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Document Date: 2013-01-10 17:31:48


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City

Bydgoszcz / P. Laugier / Cleveland / Paris / /

Company

Oxford University Press / Cambridge University Press / Monte Carlo / IPS Corporation / carried out using Markov chain Monte Carlo / /

Continent

America / /

Country

United States / /

Currency

USD / /

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Facility

Kazimierz Wielki University / Washington University / University of Toronto / Michal Pakula Institute of Mechanics / /

IndustryTerm

plastics / energy loss / cement / Osteoporosis Prevention / homogeneous plastics / energy / frequency power law / /

Organization

Cambridge University / National Institute of Health / University of Toronto / Toronto / Mark R. Holland Department of Physics / Washington University in St. Louis / St. Louis / Acoustical Society of America / Oxford University / Kazimierz Wielki University / Department of Physics / Acoustical Society / Bretthorst Department of Radiology / Michal Pakula Institute of Mechanics and Applied Computer Science / /

Person

Christian C. Anderson / Mark R. Holland / E. R. Hughes / V / Adam Q. Bauer / Marie Curie / Lexan / Pascal Laugier Laboratoire / /

Position

Author / A. Teller / and E. Teller / General / /

Product

Markov / /

ProvinceOrState

Missouri / /

Technology

2220 processors / broadband / spectroscopy / ultrasound / simulation / /

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