- Arosio , A. and Spagnolo , S. 1986 . Global existence for ahstract evolution equations of weakly hyperbolic type . J. Math. purcs et appl. , 65 : 263 – 305 .
- Bernstein , S. 1940 . Sur une classe d'équations fonctionelles aux dériv6es partielles. . Izv.Akad. Xauk S,S,SR, Ser. Mat. , 4 : 17 – 26 .
- D'Ancona , P. and Spagnolo , S. 1992 . On an abstmct weakly hyperbolic equation modelling the nonlinear vibrating string. , 2 – 94 . Preprint university of Pisa .
- D'Ancona , P. and Spagnolo , S. 1993 . A class of nonlinear hyperbolic problems with global solutions. . Arch. Ratzonal Mech. Anal. , 124 : 201 – 219 .
- D'Ancona , P. and Spagnolo , S. 1994 . Nonlinear perturbatmr~s of thr Kirchhoff equation . Comm. Pure Appl. Math , 47 : 1005 – 1029 .
- Greenbreg , J.M. and Hu , S.C. 1980 . Thr initial value problem for a 5trrtchrd string . Quart Apl. Math , 38 : 289 – 311 .
- Isozaki , H. 1985 . Differentiability of gtneralized Fourier trar~sforrns associated with Schrödinger opcrators. . J. Math. Kyoto Univ. , 25 : 789 – 806 .
- Isozaki , H. 1986 . Decay rates of scattering states for Schrödingrr operators. . J. Math.Kyoto Univ. , 26 : 595 – 603 .
- Isozaki , H. 1987 . Singular limits for the compressible Euler equation in an cxterior domain. . J.reine angew. Math. , 381 : 1 – 36 .
- Kirchhoff , G.R. 1987 . Vorlesugen über Mechanik Edited by: Wien , W. and Teubner , B.G. Leipzig
- Lies , R. 1986 . Initial boundary value problems in mathematical physics. , Edited by: Teubner-Verlag , B.G. Stuttgart : John Wiley & Sons, Chichester .
- Pohhoäaev , S.I. 1975 . On a ciass of quasilinear hyperbolic equations. . Math. USSR Sbornik , 25 : 145 – 158 .
- Racke , R. 1992 . “ Lectures on nonlznear evolutzon tquatzons. Initial value problems ” . In Aspects of Mathematics E19. Friedr Braunschweig/Wiesbaden : Vieweg & Solin, .
- Reed , M. and Simon , B. 1978 . “ Mcthods of modern mathematical physics. ” . In Analysis of operators. , Academic Press .
- Shilbata , Y. and Tsutsumi , Y. 1986 . On a global existence theorem of small amplitude solutions for nonlinear wave tquations in an exterior domain. . Math. Z. , 191 : 165 – 199 .
- Wilcox , C.H. 1975 . Scattcring theory for the d' equation in exterior domains . Lec.Notes Math. , 442
- Choose new content alerts to be informed about new research of interest to you
- Easy remote access to your institution's subscriptions on any device, from any location
- Save your searches and schedule alerts to send you new results
- Export your search results into a .csv file to support your research