249
Diaz, J.1. and Ramos, A.M. [1994]: Positive and Negative approximate controllability results
for semilinear problems. To appear in Rev. Real Academia de Ciencias de Madrid.
Diaz,J.1. and Stakgold,1. [1989]: Mathematical analysis of the conversion of a porous solid by a
distributed gas reaction. In Actas del XI CEDYA. Universidad de Malaga.
Diaz, J.1. and Tello, L. [1993]: Sobre un modelo bidimensional en Climatologia. To appear in
Aetas del XIII CEDYA/III Congreso de Matemdtica Aplicada. Madrid, 1993.
Diaz, J.1. and Tello, L. [1994]: Stabilization of solutions to a nonlinear diffusion equation on
a manifold in Climatology. In Modelado de sistemas de Oceanograffa, Climatologia y
Ciencias Medioambientales, C. Pares and A. Valle eds. Univ. of Malaga, pp 217-224.
Diaz, J.I. and Thelin, F. de [1994]: On a Nonlinear Parabolic Problem arising in some models
related to Turbulent Flows. SIAM Math. An. Vol 2.5, No.4, pp. 1085-1111
Diaz, J.I. and Veron,L. [198.5]: Local vanishing properties of solutions of elliptic and parabolic
problems quasilinear equations, Transsactions of the A.M.S .. 290, pp. 787-814.
Diaz, J.I. and Vrabie, I.!. [1987]: Existence for reaction diffusion systems. Preprint (detailed
paper to appear in J. Math. Analysis and Applications).
Drazin, P.G. and Griffel, D.H. [1977]: On the branching structure of diffusive climatological
model. J. Atmospheric Sciences, vol 34, pg. 1696-1706.
Evans, L.C. [1978]: Application of Nonlinear semigro-up theory to certain partial differential
equations. En "Nonlinear evolution equations". Ed. M.G. Crandall. Academic Press.
Fabre, C., Puel, J.P. and Zuazua, E [1992]: Approximate controlabillity of the semilinear heat
equations. IMA Preprint Series, Minnesota, 1992.
Feireisl,E. [1991]: A note on uniqueness for parabolic problems with discontinuous nonlinearities. Nonlinear Analysis. 16, pp. 1053-1056.
Feireisl, E. and Norbury, J. [1991]: Some Existence, Uniqueness, and Nonuniqueness Theorems
for solutions of Parabolic Equations with Discontinuous Nonlinearities. Proc. Royal. Soc.
Edinburgh. 119 A, pp. 1-17.
Filippov, A. F. [1988] Differential equations with discontinuous righthand sides. Mathematics
and its applications. Kluwer Academic Publishers.
Friedman, A. [1964]: Partial Differential Equations of Parabolic Type. Prentice-Hall, Englewood Cliffs, New Jersey.
Fourier, J. [1824]: Rapport sur la temperature du Globe Terrestre et sur les spaces planetaires.
Memoires Acad. Royale des Sciences de L'Institut de France, 1824, pp. 590-604.
Ghil, M. and Childress, S. [1987]: Topics in Geophysical Fluid Dynamic. Springer-Verlag.
Gianni, R. and Hulshof, J. [1992]: The semilinear heat equation with a Heaviside source term.
Euro. Jnl. of Applied Mathematics, vol. 3, pp. 367-379. Cambridge University Press.
Gilbarg, D. and Trudinger, N.S. [1983]: Elliptic Partial Differential equations of Second order.
Springer Verlag.
Held, I.M. and Suarez, M.J. [1974]: Simple Albedo Feedback models of the icecaps. Tel/us, 36.
Held, I.M., Linder, D.1. and Suarez M.J. [1981]: Albedo Feedback, the Meridional Structure of
the Effective Heat Diffusivity, and Climatic Sensitivity: Results from Dynamic and Diffusive Models, American Meteorological Society. pp. 1911-1927.
Diaz, J.1. and Ramos, A.M. [1994]: Positive and Negative approximate controllability results
for semilinear problems. To appear in Rev. Real Academia de Ciencias de Madrid.
Diaz,J.1. and Stakgold,1. [1989]: Mathematical analysis of the conversion of a porous solid by a
distributed gas reaction. In Actas del XI CEDYA. Universidad de Malaga.
Diaz, J.1. and Tello, L. [1993]: Sobre un modelo bidimensional en Climatologia. To appear in
Aetas del XIII CEDYA/III Congreso de Matemdtica Aplicada. Madrid, 1993.
Diaz, J.1. and Tello, L. [1994]: Stabilization of solutions to a nonlinear diffusion equation on
a manifold in Climatology. In Modelado de sistemas de Oceanograffa, Climatologia y
Ciencias Medioambientales, C. Pares and A. Valle eds. Univ. of Malaga, pp 217-224.
Diaz, J.I. and Thelin, F. de [1994]: On a Nonlinear Parabolic Problem arising in some models
related to Turbulent Flows. SIAM Math. An. Vol 2.5, No.4, pp. 1085-1111
Diaz, J.I. and Veron,L. [198.5]: Local vanishing properties of solutions of elliptic and parabolic
problems quasilinear equations, Transsactions of the A.M.S .. 290, pp. 787-814.
Diaz, J.I. and Vrabie, I.!. [1987]: Existence for reaction diffusion systems. Preprint (detailed
paper to appear in J. Math. Analysis and Applications).
Drazin, P.G. and Griffel, D.H. [1977]: On the branching structure of diffusive climatological
model. J. Atmospheric Sciences, vol 34, pg. 1696-1706.
Evans, L.C. [1978]: Application of Nonlinear semigro-up theory to certain partial differential
equations. En "Nonlinear evolution equations". Ed. M.G. Crandall. Academic Press.
Fabre, C., Puel, J.P. and Zuazua, E [1992]: Approximate controlabillity of the semilinear heat
equations. IMA Preprint Series, Minnesota, 1992.
Feireisl,E. [1991]: A note on uniqueness for parabolic problems with discontinuous nonlinearities. Nonlinear Analysis. 16, pp. 1053-1056.
Feireisl, E. and Norbury, J. [1991]: Some Existence, Uniqueness, and Nonuniqueness Theorems
for solutions of Parabolic Equations with Discontinuous Nonlinearities. Proc. Royal. Soc.
Edinburgh. 119 A, pp. 1-17.
Filippov, A. F. [1988] Differential equations with discontinuous righthand sides. Mathematics
and its applications. Kluwer Academic Publishers.
Friedman, A. [1964]: Partial Differential Equations of Parabolic Type. Prentice-Hall, Englewood Cliffs, New Jersey.
Fourier, J. [1824]: Rapport sur la temperature du Globe Terrestre et sur les spaces planetaires.
Memoires Acad. Royale des Sciences de L'Institut de France, 1824, pp. 590-604.
Ghil, M. and Childress, S. [1987]: Topics in Geophysical Fluid Dynamic. Springer-Verlag.
Gianni, R. and Hulshof, J. [1992]: The semilinear heat equation with a Heaviside source term.
Euro. Jnl. of Applied Mathematics, vol. 3, pp. 367-379. Cambridge University Press.
Gilbarg, D. and Trudinger, N.S. [1983]: Elliptic Partial Differential equations of Second order.
Springer Verlag.
Held, I.M. and Suarez, M.J. [1974]: Simple Albedo Feedback models of the icecaps. Tel/us, 36.
Held, I.M., Linder, D.1. and Suarez M.J. [1981]: Albedo Feedback, the Meridional Structure of
the Effective Heat Diffusivity, and Climatic Sensitivity: Results from Dynamic and Diffusive Models, American Meteorological Society. pp. 1911-1927.