Titlebook: Mathematics, Informatics, and Their Applications in Natural Sciences and Engineering; AMINSE 2017, Tbilisi George Jaiani,David Natroshvili

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書目名稱Mathematics, Informatics, and Their Applications in Natural Sciences and Engineering影響因子(影響力)學(xué)科排名




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隼鷹

On the Mathematical Model of Drug Treatment of Rheumatoid Arthritis,he model to an individual case of patients that is its advantage. These coefficients can be calculated automatically based on the results of blood clinical analysis. Developed software simulates treatment process which will help in process of choosing optimal treatment scheme.

ingrate

The One-Dimensional Modified Weyl-Berry Conjecture: An Elementary Approach,l strings) then states that .with . being the one-dimensional Lebesgue measure of . and . the Minkowski dimension of the boundary. Based upon a matrix representation of the Laplacian, it will be shown how to obtain some of the key results on the one-dimensional modified Weyl-Berry conjecture through elementary methods.

使糾纏

vitreous-humor

,Boundary Value Problems in Boutet de Monvel’s Calculus on Manifolds with?Edge, in memory of Professor David Gordeziani who contributed so much for building up mathematical institutions in Tbilisi to attractive centers of research in many areas, including singular analysis, with members Jaiani, Chinchaldze, Duduchava, Natroshvili and many others.

certitude

放棄

FOIL

Springer Proceedings in Mathematics & Statisticshttp://image.papertrans.cn/m/image/626994.jpg

ingestion

,Comparison of the Root Canal Curvatures of Human Teeth with?the?Curvatures of the Resin Blocks Usedtical software. We use this procedure to compare the curvatures of the roots with the curvatures of the resin blocks that are used for learning. The comparison is made by calculating the distances of the corresponding functions in the . metric.

空洞

Computation of Spectral Characteristics for Charged Integral Equations,. Fredholm equations with respect to suitable Stieltjes-type measures. Some applications are shown, including approximation of the relevant eigenfunctions. Starting from the problem of a string charged by a finite number of cursors, a survey including the extensions to the 2D and 3D dimensional problems is presented.