Analytic Methods in Interdisciplinary Applications

The book includes lectures given by the plenary and key speakers at the 9th International ISAAC Congress held 2013 in Krakow, Poland. The contributions treat recent developments in analysis and surrounding areas, concerning topics from the theory of partial differential equations, function spaces, scattering, probability theory, and others, as well as applications to biomathematics, queueing models, fractured porous media and geomechanics.

Contains recent results in fundamental mathematical studies in analysis Real life applications of advanced analytical methods Covers a wide range of interdisciplinary fields: biomathematics, queueing models, scattering, fractured porous media, geomechanics etc. Includes supplementary material: sn.pub/extras

Auteur

Contenu

Omer H. Abdelrahman, Erol Gelenbe: Search in Big Networks and Big Data.- David Applebaum, Rodrigo Banuelos: Probabilistic Approach to Fractional Integrals and the HardyLittlewoodSobolev Inequality.- R. V. Craster: Dynamic homogenization.- Tadeusz Czachorski: Queueing Models for Performance Evaluation of Computer Networks Transient State Analysis.- Tokio Matsuyama, Michael Ruzhansky: Global wellposedness of the Kirchhoff equation and Kirchhoff systems.- Wieslaw L. Nowinski: Brain atlasing: design principles, methods, tools and applications.- Grigory Panasenko: Method of asymptotic partial domain decomposition for nonsteady problems: wave equation on a thin structure.- Aleksandr Rusakov: The first student of Andrei Nikolaevich Kolmogorov.- M. Zhuravkov, L.Drozd, N. Romanova, A. Krupoderov: Mechanical-mathematical modelling of biological tissue behavior.