- Mac Camy , R. C. 1977 . A model for one dimensional non linear Viscoelasticity . Quaterly on Appl. Math , 35 : 21 – 33 .
- Dafermos , C. M. An Abstract Volterra Equation with application to linear Viscoelasticity . J. Diffrential Equation , 7 554 – 589 .
- Chirita , S. 1987 . On the asymptotic partition of the energy in linear thermoelasticity . Quaterly of App. Math , XLV ( 2 ) : 327 – 370 .
- Dafermos , C. M. 1968 . On the existence and the asymptotic stability of solution to the equation of linear thermoelasticity . Arch. Rational Mech. Anal , 29 : 241 – 271 .
- Dafermos , C. M. 1970 . Asymptotic Stability in Viscoelasticity . Arch. Rat Mech. Anal , 37 : 297 – 308 .
- Dafermos , C. M. and Nohel , J. A. 1979 . Energy methos for non linea,r hyperbolic Volterra integrodifferential equation . Comm. PDE , 4 : 219 – 278 .
- Dafermos , C. M. and Nohel , J. A. 1981 . A nonlinear hyperbolic Volterra equation in Viscoelasticity . Amer. J. Math Supplement , : 87 – 116 .
- Dassios , G. and Zafiropoulos , F. 1990 . Equipartition of energy in Linearized 3-D Viscoelasticity . Quat. Appl. Math , 48 ( 4 ) : 715 – 730 .
- Dassios , G. and Grillakis , M. 1984 . Dissipation rates and Partition of energy in Thcrmoelasticity . Arch. Rational Mech. Anal , 87 ( 1 ) : 49 – 91 .
- Greenberg , J. M. 1977 . A priori estimates for flows in dissipative materials . J . Math Anal. Appl , 60 : 617 – 630 .
- Hrusa , W. J. 1985 . Global existence and asymptotic stability for a semilinear Volterra equation with large initial data . SIAM J . Math Anal , 16 ( 1 ) January
- Hrusa , W. J. and Nohel , J. A. 1985 . The Cauchy problem in one dimensional nonlinear Viscoelasticity . J . Diff Eq , 58 : 388 – 412 .
- Kim , J. U. 1992 . On the energy decay of a linear thermoelastic bar and plate . SIAM J. Math. Anal. , 23 : 889 – 899 .
- Mufioz Rivera , J. E. 1994 . global smooth solution and uniform rate of decay in nonlinear viscoelasticity . Reviews in Math. Physics , 6 ( 5 ) : 855 – 868 .
- Muiioz Rivera , J. E. 1992 . Energy decay rates in linear thermoelasticity . Funkcialaj Ekvacioj , 35 : 19 – 30 .
- Renardy , M. , Hrusa , W. J. and Nohel , J. A. 1987 . “ Mathematical problems in Viscoelasticity ” . In Pitman monograph in Pure and Applied Mathematics Vol. 35 ,
- Slemrod , M. 1981 . Global existence, uniqueness, and asymptotic stability of classical smooth solutions in one-dimensional non-linear thermoelasticity . Arch. Rational Mech. Anal. , 76 : 97 – 133 .
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