Homogenization of the Higher-Order Hyperbolic Equations with Periodic Coefficients

T. A. Suslina

Type: Article

Publication Date: 2021-12-01

Citations: 4

DOI: https://doi.org/10.1134/s1995080222020160

View Publication

Locations

Lobachevskii Journal of Mathematics - View

Similar Works

Action	Title	Year	Authors
+	Homogenization of hyperbolic equations	2016	Mark Dorodnyi T. A. Suslina
+	Homogenization of the Neumann problem for higher order elliptic equations with periodic coefficients	2018	T. A. Suslina
+	On the Homogenization of Periodic Hyperbolic Systems	2019	Yu. M. Meshkova
+	Estimates of homogenization for a parabolic equation with periodic coefficients	2006	В. В. Жиков S. E. Pastukhova
+	Homogenization and numerical methods for hyperbolic conservation laws with oscillatory data	1989	E Weinan
+	Periodic homogenization theory for Hamilton–Jacobi equations	2021
+	On homogenization of periodic parabolic systems	2004	T. A. Suslina
+	Homogenization of degenerate quasilinear parabolic equations with periodic structure	2006	Yong Huang Ning Su Xingyou Zhang
+	Periodic homogenization of Hamilton-Jacobi equations: Additive eigenvalues and variational formula	1996	Marie C. Concordel
+	Homogenization of a Hyperbolic-Parabolic Problem with Three Spatial Scales	2017	Liselott‎ Flodén Anders Holmbom Pernilla Jonasson ‎Marianne Olsson Lindberg Tatiana Lobkova Jens Persson
+	Homogenization of a Hele-Shaw-type problem in periodic spatiotemporal media	2015	Norbert Požár
+	Spatial discretization of hyperbolic equations with periodic solutions	1985	P.J. van deHouwen
+	Spatial discretization of hyperbolic equations with periodic solutions	1985	P. J. van der Houwen van der
+	Asymptotic Homogenization in A Parabolic Semilinear Problem With Periodic Coefficients and Integrable Initial Data	2013	Rogerio Luiz Quintino de Oliveira
+	ASYMPTOTIC HOMOGENIZATION IN A PARABOLIC SEMILINEAR PROBLEM WITH PERIODIC COEFFICIENTS AND INTEGRABLE INITIAL DATA	2013	Rogerio Luiz Quintino Oliveira Junior Junior
+	Estimates of locally periodic and reiterated homogenization for parabolic equations	2009	S. E. Pastukhova R. N. Tikhomirov
+	Convergence rate in periodic homogenization of higher-order parabolic systems revisited	2022	Meng Qing Weisheng Niu
+	Homogenization of Second Order Elliptic Operators with Periodic Coefficients	1994	V. V. Jikov С. М. Козлов O. A. Oleĭnik
+	Periodic homogenization of geometric equations without perturbed correctors	2024	Jiwoong Jang
+	Homogenization of a Hele–Shaw Problem in Periodic and Random Media	2008	Inwon C. Kim Antoine Mellet

Works That Cite This (2)

Action	Title	Year	Authors
+	On operator estimates in homogenization of nonlocal operators of convolution type	2023	Andrey Piatnitski V. A. Sloushch T. A. Suslina Е. Г. Жижина
+	Теоретико-операторный подход к усреднению уравнений типа Шрeдингера с периодическими коэффициентами	2023	T. A. Suslina

Works Cited by This (14)

Action	Title	Year	Authors
+	AN ASYMPTOTIC EXPANSION OF THE SOLUTION OF A SECOND ORDER ELLIPTIC EQUATION WITH PERIODIC RAPIDLY OSCILLATING COEFFICIENTS	1982	E V Sevost'janova
+ PDF Chat	Operator error estimates in the homogenization problem for nonstationary periodic equations	2009	M. Sh. Birman T. A. Suslina
+	On homogenization of periodic parabolic systems	2004	T. A. Suslina
+	Estimates of homogenization for a parabolic equation with periodic coefficients	2006	В. В. Жиков S. E. Pastukhova
+ PDF Chat	Estimates for the difference of fractional powers of selfadjoint operators in the case of unbounded perturbations	1992	M. Sh. Birman Michael Solomyak
+ PDF Chat	Estimates in homogenization of higher-order elliptic operators	2016	S. E. Pastukhova
+	On the Homogenization of Periodic Hyperbolic Systems	2019	Yu. M. Meshkova
+ PDF Chat	Homogenization of high order elliptic operators with periodic coefficients	2016	A. A. Kukushkin T. A. Suslina
+	Spectral approach to homogenization of hyperbolic equations with periodic coefficients	2018	Mark Dorodnyi T. A. Suslina
+	Homogenization of the Fourth-Order Elliptic Operator with Periodic Coefficients with Correctors Taken into Account	2020	V. A. Sloushch T. A. Suslina