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The problems of assessing radon hazard of development sites in the Russian Federation and the Czech Republic of radioactive radon gas in closed premises has not been solved to date. Additionally, there is no consensus
Ultraproducts for State-Spaces of C*-Algebra and Radon Measures that the ultraproduct of ergodic states, generally speaking, is not ergodic. The ultraproduct of the Radon measures on a
OPTIMAL RECOVERY OF FUNCTIONS FROM INACCURATE RADON TRANSFORMThe problem of optimal recovery of a function in the Schwarz space from its inaccurate Radon
Using radon measurements results at two small depths in local radon risk assessments sources of radiation. These sources primarily include the radioactive gas radon. Radon is emitted from
Optimal recovery of harmonic functions in the ball from inaccurate information on the Radon transform information on the Radon transform. Presented are the error of the optimal recovery and the set of optimal
Optimal Recovery of Functions from Inaccurate Data on the Radon Transform for Classes Defined by the Degree of the Laplacian the mean square metric) on it’s Radon transform. We present explicit expressions for the error of optimal
OPTIMAL RECOVERY OF FUNCTIONS FROM INACCURATE DATA ON THE SPHERICAl RADON TRANSFORM (in the mean square metric) on spherical Radon transform. We define a class of functions with bounded
Partial measures in the extended real line. Analogs of the Jordan decomposition theorem and the Radon-Nikodym theorem are obtained.
ANALYSIS OF EXISTING METHODS FOR MEASURING THE VOLUMETRIC ACTIVITY OF RADON IN THE ATMOSPHERIC AIR WHEN MONITORING POTENTIALLY RADON-AFFECTED TERRITORIESIn this article the methods of measuring volumetric activity of radon in rooms are analyzed
Radon Moscow: internatiolisation of experienceRadon Moscow: internatiolisation of experience
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