Results 1 to 10 of about 196 (76)

Model of economic growth in the context of fractional derivative

Alexandria Engineering Journal, 2020
The objective of this paper is to revisit one economic model in the context of the fractional calculus. The considered considered is the economic growth model in the context of the Caputo-Liouville derivative.
Awa Traore, Ndolane Sene
doaj   +1 more source

Analysis of stability and bifurcations of limit cycles in Chua's circuit through the harmonic balance approach [PDF]

, 1999
IEEE TRANSACTIONS ON CIRCUITS AND SYSTEMS: PART
Bonani, Fabrizio, Gilli, Marco
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Probing for electrical inclusions with complex spherical waves [PDF]

, 2007
Let a physical body in 2 or 3 be given. Assume that the electric conductivity distribution inside consists of conductive inclusions in a known smooth background. Further, assume that a subset is available for boundary measurements. It is proved using
Ide Takanori, Isozaki Hiroshi, Nakata Susumu, Siltanen Samuli, Uhlmann Gunther, 磯崎 洋   +5 more
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Probe method and a Carleman function

, 2020
A Carleman function is a special fundamental solution with a large parameter for the Laplace operator and gives a formula to calculate the value of the solution of the Cauchy problem in a domain for the Laplace equation.
Aizenberg L, Astala K, Astala K, Bateman H, Bateman H, Calderón A P, Cheng J, Evgrafov M A, Ikehata M, Ikehata M, Ikehata M, Ikehata M, Ikehata M, Ikehata M, Ikehata M, Ikehata M, Ikehata M, Ikehata M, Ikehata M, Kirsch A, Kress R, Masaru Ikehata, Vekua I N, Vekua I N, Yarmukhamedov Sh, Yarmukhamedov Sh, Yarmukhamedov Sh, Yarmukhamedov Sh   +27 more
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The Fractionary Schr\"{o}dinger Equation, Green Functions and Ultradistributions [PDF]

, 2010
In this work, we generalize previous results about the Fractionary Schr\"{o}dinger Equation within the formalism of the theory of Tempered Ultradistributions. Several examples of the use of this theory are given.
A.L. De Paoli, Baleanu, Barci, Bollini, Bollini, Ertik, Fernandez-Anaya, Gel’fand, Gel’fand, Gradshtein, Hasumi, Jiang, Laskin, Laskin, Laskin, M.C. Rocca, Mathai, Muslih, Naber, Plastino, Plastino, Qi, Riewe, Schiff, Schwartz, Sebastiao e Silva   +25 more
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New steps in walks with small steps in the quarter plane [PDF]

, 2015
In this article we obtain new expressions for the generating functions counting (non-singular) walks with small steps in the quarter plane. Those are given in terms of infinite series, while in the literature, the standard expressions use solutions to ...
Kurkova, Irina, Raschel, Kilian
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Approximation of full-boundary data from partial-boundary electrode measurements [PDF]

, 2017
Measurements on a subset of the boundary are common in electrical impedance tomography, especially any electrode model can be interpreted as a partial boundary problem. The information obtained is different to full-boundary measurements as modeled by the
Hauptmann, Andreas
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Приложение эредитарной модели критичности к исследованию характеристик сейсмического процесса в зоне субдукции Курило-Камчатской островной дуги

Vestnik KRAUNC: Fiziko-Matematičeskie Nauki
В статье представлены результаты статистической обработки данных каталога землетрясений КФ ФИЦ ЕГС РАН за период 01.01.1962 − 31.12.2002 гг. для зоны субдукции Курило-Камчатской островной дуги в рамках ранее представленной авторами эредитарной модели ...
Шереметьева, О.В., Шевцов, Б.М.   +1 more
doaj   +1 more source

A note on the enclosure method for an inverse obstacle scattering problem with a single point source

, 2010
This paper gives a note on an application of the enclosure method to an inverse obstacle scattering problem governed by the Helmholtz equation in two dimensions.
Ikehata, Masaru
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Характеристики деформационного процесса в зоне субдукции Курило-Камчатской островной дуги в фазе афтершоков на основе дробной модели деформационной активности

Vestnik KRAUNC: Fiziko-Matematičeskie Nauki
В статье представлены результаты расчётов значений параметров, определяющих свойства деформационного процесса, на основании данных каталога землетрясений Камчатского филиала ФГБУН Федеральный исследовательский центр «Единая геофизическая служба РАН» (КФ ...
Шереметьева, О.В., Шевцов, Б.М.   +1 more
doaj   +1 more source