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Annali della Scuola Normale Superiore di Pisa - Classe di Scienze
Série 4 : Tome 16 (1989)
Précédent
Suivant
Sommaire du
Fascicule no. 1
Corner Mellin operators and reduction of orders with parameters
Schulze, B. W.
p. 1-81
Analyticité des solutions des équations de Vlassov-Poisson
Benachour, Said
p. 83-104
A boundary value problem of the Dirichlet type for Hamilton-Jacobi equations
Ishii, Hitoshi
p. 105-135
Uniqueness results and monotonicity properties for strongly nonlinear elliptic variational inequalities
Chipot, M.
;
Michaille, G.
p. 137-166
Sommaire du
Fascicule no. 2
Improved theory for a nonlinear degenerate parabolic equation
Gilding, B. H.
p. 165-224
On the existence of convex hypersurfaces with prescribed mean curvature
Tso, Kaising
p. 225-243
Asymptotic expansions of quasiperiodic solutions
Chierchia, L.
;
Zehnder, E.
p. 245-258
Limit semigroups of Bernstein-Schnabl operators associated with positive projections
Altomare, Francesco
p. 259-279
Curves of maximal slope and parabolic variational inequalities on non-convex constraints
Marino, Antonio
;
Saccon, Claudio
;
Tosques, Mario
p. 281-330
Sommaire du
Fascicule no. 3
Surfaces of minimal area enclosing a given body in
ℝ
3
Mancini, Giovanni
;
Musina, Roberta
p. 331-354
The existence of nonminimal regular harmonic maps from
B
3
to
S
2
Zhang, Dong
p. 355-365
Polynomial hulls in
ℂ
2
and quasicircles
Slodkowski, Zbigniew
p. 367-391
Cartesian currents and variational problems for mappings into spheres
Giaquinta, M.
;
Modica, G.
;
Souček, J.
p. 393-485
Sommaire du
Fascicule no. 4
An intermediate existence theory in the calculus of variations
Clarke, Frank H.
;
Loewen, Philip D.
p. 487-526
Source type positive solutions of nonlinear parabolic inequalities
Moutoussamy, Isabelle
;
Veron, Laurent
p. 527-555
On modular functions in 2 variables attached to a family of hyperelliptic curves of genus 3
Matsumoto, Keiji
p. 557-578
A construction of unitary representations in parabolic rank two
Baldoni-Silva, M. W.
;
Knapp, A. W.
p. 579-601
Local regularity for minimizers of non convex integrals
Acerbi, E.
;
Fusco, N.
p. 603-636