PRINTED PAPERS A. Abbondandolo and J.E. Molina . Index ...

Pisa. (1988),.
V. Benci. A new approach to the Morse-Conley theory , Preprint, (1988) , 1-32.
V. Benci and G. Cerami . Positive solutions of some nonlinear elliptic problems in exterior domains
. Arch. Rational Mechanics and Analysis (1987?), 285-300.
V. Benci and D. Fortunato . The dual method in critical point theory. Multiplicity results for
indefinite functionals .. (1982?), 215-242.
V. Benci and F. Giannoni . Periodic bounce trajectories with a low number of bounce points.(1987),.
V. Benci and F. Giannoni . Morse theory for C1 functionals and Conley blocks. Topological Methods
in Nonlinear Analysis4(1994), 365-398.
V. Benci and P.H. Rabinowitz . Critical point theorems for indefinite functional . Invent. Math.
52(1979), 241-273.
A. Bensoussan and L. Boccardo . On a quasi-linear elliptic PDE with noncoercive principal part .
Asymptotic Analysis. 5(1992), 473-480.
H. Berestycki. Some free boundary problems in plasma physics and fluid mechanics .
H. Berestycki and L. Nirenberg . On the method of moving planes and the sliding method . Bol.Soc.
Bras. Mat,22(1991), 1-37.
H. Berestycki and L. Nirenberg . Asymptotic behavior via theHarnack inequality . Bol.Soc. Bras.
Mat,22(1991), 1-37.
H. Berestycki, L.A Caffarelli and L. Nirenberg . Symmetry for elliptic equations in half space .
H. Berestycki, L.A Caffarelli and L. Nirenberg . Uniform estimates for regularization of free
boundary problems . 567-619
H. Berestycki, I. Capuzzo and L. Nirenberg . Variational methods for indefinite superlinear homogenuous
elliptic problems . (1994), 1-21.
M. Bergounioux, N.T.Long and A. P.N. Dinh . Mathematical model for a shock problem involving
a linear viscoelastic bar . Nonlinear Anal. 43(2001), 547-561.
J. Berkovits . On the topological degree for nonlinear mappings of monotone type . Math. Dissertationes
58(1986), 1-58.
J. Berkovits . Topological degree and multipication theorem for a class of nonlinear mappings .
Bull. London Math. Soc. 23(1991), 596-606.
J. Berkovits and V. Mustonen. On the topological degree for nonlinear mappings of monotone
type . Nonlinear Analysis, Theory, Methods and Applications 10(1986), 1373-1383.
J. Berkovits and V. Mustonen. An application of the topological degree theory for semilinear
equations with strongly monotone nonlinearities Bul. London Math. Soc. 23 (1991), 470-476.
J. Berkovits and V. Mustonen. On multiple solutions for a class of semilinear wave equations .
Nonlinear Analysis, Theory, Methods and Applications 16(1991), 421-434.
L. Bers and L. Nirenberg. On a representation theorem for linear elliptic systems with discontinu-
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