A review of numerical asymptotic averaging for weakly nonlinear hyperbolic wavesFootnote¹
This work was supported by by the Lithuanian State Science and Studies Foundation (V‐27) within the framework of the Eureka project OPTPAPER E!‐2623, E‐2002.02.27

A. Krylovas Vilnius Gediminas Technical University, Sauletekio al. 11, Vilnius, LT‐10223, Lithuania E-mail: [email protected]

R. Čiegis Vilnius Gediminas Technical University, Sauletekio al. 11, Vilnius, LT‐10223, Lithuania E-mail: [email protected]

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Paulius Miškinis, Aleksandras Krylovas & Olga Lavcel-Budko. (2017) Uniformly Valid Asymptotics for Carrier's Mathematical Model of String Oscillations. Mathematical Modelling and Analysis 22:3, pages 337-351.
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A. Krylovas & R. Kriauzienė. (2011) Asymptotical Analysis of Some Coupled Nonlinear Wave Equations. Mathematical Modelling and Analysis 16:1, pages 97-108.
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R. Arora. (2009) Asymptotical solutions for a vibrationally relaxing gas. Mathematical Modelling and Analysis 14:4, pages 423-434.
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A. Krylovas. (2008) Asymptotic method for approximation of resonant interaction of nonlinear multidimensional hyperbolic waves. Mathematical Modelling and Analysis 13:1, pages 47-54.
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A review of numerical asymptotic averaging for weakly nonlinear hyperbolic wavesFootnote¹
This work was supported by by the Lithuanian State Science and Studies Foundation (V‐27) within the framework of the Eureka project OPTPAPER E!‐2623, E‐2002.02.27

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A review of numerical asymptotic averaging for weakly nonlinear hyperbolic wavesFootnote1This work was supported by by the Lithuanian State Science and Studies Foundation (V‐27) within the framework of the Eureka project OPTPAPER E!‐2623, E‐2002.02.27

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A review of numerical asymptotic averaging for weakly nonlinear hyperbolic wavesFootnote¹
This work was supported by by the Lithuanian State Science and Studies Foundation (V‐27) within the framework of the Eureka project OPTPAPER E!‐2623, E‐2002.02.27