- F. Demengel Fonctions
à
Hessien borné. Ann. Inst.
Fourier
Grenoble, Tom 34, (2), 1984, 155-190.
- F. Demengel Problèmes
variationnels en plasticité parfaite
des plaques, Num. Funct.
Anal. and Optimiz., 6, (1), 1983,
73-119.
- F. Demengel, R . Temam Convex
functions of a measure
and its applications, Indiana
Math. Journal,33 (5), 1984, 673-700.
- F. Demengel, R. Temam
Convex functions of a measure,
II The unbounded case,
Fermat days
1985: Mathematics for Optimisation,
North-Holand, 1986.
- F. Demengel, Pierre Suquet , On Locking materials Acta
Applicandae Mathematica, 6, 1986,
185-211.
- F. Demengel Relaxation
et
existence pour le
problème des matériaux à blocage,
M2AN, vol. 19, 3, 1985, 351-395.
- F. Demengel, Déplacement
à déformations bornées et champs de contrainte mesures,
Ann. Scuola Norm. Sup. Pisa, Série IV, 2, 1985, 243-318.
- F. Demengel, Espaces de
fonctions à dérivées
mesures et
théorèmes de
compacité, C.R.A.S., t. 302, Série I, 4,
1986.
- F. Demengel Espaces
de
fonctions à dérivées mesures et
applications à l'
analyse limite en plasticité,
C.R.A.S., t.302, Série I, 5, 1986.
- F. Demengel, et T. Hadhri Sur
un problème de plaques comportant une
non-linéarité
géométrique,
C.R.A.S.
t.302, série I, 1986.
-
F. Demengel, Some
compactness theorems for spaces of
functions with bounded derivatives.
Archiv. for rational
mech. anal., vol. 105,2, 1989, 123-161.
PDF
- F. Demengel, Tang Qi, Convex function of a
measure obtained by homogenization S.I.A.M. Journal of
mathematical Anal., 21 (1990) n°2, 409-435.
- F. Demengel, J. Rauch Continuité
faible des fonctions de
mesures (non convexes), C.R.A.S. t. 305, série I,
p.
63-66, 1987.
- F. Demengel, J. Rauch Superposition
d'ondes singulières . C.R.A.S. t.305,
série I, 15, 1987.
- F. Demengel, J.M. Ghidaglia, Inertial manifolds
for partial differential evolution equations under time-discretization, C.R.A.S.,
t.307, série I, 1988, 453-458.
- F.Demengel, J.Rauch,
Weak convergence of asymptotically
homogeneous functions
of measure , Non- linear analysis, Theory, Methods and
Applications, 15, 1, 1990, 1-16. et PDF
- F.Demengel, J.Rauch
, Hyperbolic semi-linear
systems with
Cauchy data measures, Proceedings of the royal society of
Edimburg, 33,1990, 443-460.
- F. Demengel, J.M.
Ghidaglia, Inertial
manifolds
for partial differential
evolution equations under
time-discretization: existence,
convergence,and applications. Journal of Mathematical Analysis
and its Applications, 155,1, 1991, 177-225. et PDF
- F. Demengel, J.M.
Ghidaglia, Time discretization
and Inertial manifolds, Math. Modeling and Numr. Anal.
23, 1989, 395-404
- F. Demengel, J.M. Ghidaglia, Construction of
Inertial manifolds via the
Lyapounov-Perron
method, Comptes rendus du
groupe de Recherches 1988, F. Demengel et J.M. Ghidaglia Eds., Orsay.
- F. Demengel, J.M. Ghidaglia, Some remarks on the smoothness of Inertial
manifolds Non-linear Analysis, Theory,
Methodsand Applications, 16, n°1, 1991, 79-87.
-
F. Demengel, D. Serre Persistance
de la partie
singulière dans les mesures solutions d'une équation hyperbolique
scalaire, C.R.A.S. t.309,Série I, 1989, 975-978.
- F. Demengel, Une
caractérisation des applications
de $W^{1,p}(B^N,S^1)$ quipeuvent
être approchées
par des
fonctions ${\cal C}^\infty$,
(1≤p≤2) C.R.A.S., t.309, Série I, 1989, 975-978.
-
F. Bethuel, J.M. Coron, F. Demengel, et F. Helein, A
cohomological criterion for density of smooths maps in Sobolev Spaces between two manifolds, "Nematics",
Proceedings of the NATO Workshop Nematic Liquid Crystals (Paris, 1990),
Kluwer Academic Publishers.
- F. Demengel, D. Serre, Non vanishing singular
parts of measure valued
solutions for scalar hyperbolicequations, Comm. Partial
diff. Equ., 16 (263) 1991, 221-254.
- F. Demengel , Some
remarks on variational problems on
$BV(\Omega ,S^1)$ and $W^{1,1}(\Omega
,S^1)$,
Comm. Partial Diff. Equ. ,18, 1993,
1055-1068.
- F. Demengel , R. Hadigi, Relaxed
energies for functionals on $W^{1,1}(B^2, S^1)$, Non
linear Analysis, T.M.A., 19, 7, 1992, 625-641. et PDF
- F. Demengel On Korn's
inequality for functions with
deformations in $L^1$ and
values in $S^1$, J. Integral
and Differential Equations, 8, 1995,
n°2, 325-332.
-
F. Demengel Fabrice Bethuel, The extension problem
for Sobolev Spaces between
manifolds, Calculus of
variations , 3, 1995, n°4, 475-491.}
- F. Demengel R. Temam, Duality
and limit Analysis in
plasticity In "Topics in Plasticity", AnniversaryVolume in Honor
of Professor E.H. Lee, 1991, AM Press, PO Box 15744,
Ann Arbor, Michigan
- F. Demengel On some Space of functions with
bounded derivatives between
manifolds, J. Diff. and Int. Equ., 9, 1995, n°1, 173-185.
- F. Demengel E, Hebey, On
some nonlinear equations involving the p-laplacian with critical Sobolev growth
IAdvances in Partial Differential Equations, 3
(1998), no. 4, 533-574.
-
F. Demengel, E. Hebey, On
some nonlinear equations
involving the p-Laplacian with criticalSobolev growth and perturbation terms,
Applicable Analysis, Vol. 72,
(1999), pp 75-109.
-
P. Courilleau, F. Demengel, On
the heat flow for p-harmonic
maps with values in $S^1$ ,
Nonlinear analysis, Theory, methods and applications, 41, (2000)
689-500.
- F. Demengel avec Jerry Bona et Keith Promislow, Fourier Splitting and dissipation of nonlinear waves, Proceedings of
the Royal Societyof Edinburgh, 129 A, 477-502, 1999.
-
F. Demengel On Some Nonlinear Partial Differential Equations involving the "1"-Laplacian and Critical Sobolev
ExponentESAIM: Control, Optimisation and Calculus of Variations,
December
(1999), Vol 4, p 667-686. et PDF
- F. Demengel On
the
stability under perturbations of solutions of non linear problems on$W^{1,1}(\Omega)$, Asymptotic
Analysis , 21, 1999. n°3-4, 209-220
- F. Demengel, Bruno Nazaret On
some nonlinear partial Differential equations involving the
$p$-Laplacian andcritical
Sobolev embedding into
spaces of trace. Asymptotic Analysis, 223 (2000) 135-156.
- T. Astruc, F. Demengel et Olvier Goubet Displacement solutions for time
discretization and evolution problem
related to minimal surfaces and plasticity : Existence, uniquenes and regularity in the one-dimensional
case. Journal of Differential and integral equations, 12, 1999,
n°5,661-690.
- F. Demengel On some
nonlinear equation involving
the 1- Laplacian and the
embedding into spaces of trace for$BV$ functions, Nonlinear
analysis, 48, (2002) n°8, Ser A, Theory
Methods, 1151-1163.
- I. Birindelli, F. Demengel On
some partial differential
equation for non coercive functional and critical Sobolev exponent, Differential Integral
Equations 15 (2002) 823-837. et PDF
- I. Birindelli, F. Demengel, Some
Liouville theorems for the $p$-Laplacian, Proceeding of
the 2001 Luminy conference on Quasilinear Elliptic
and parabolic equations and systems, 35--46. Electronic journal
of Differential
equations, 8, Southwest Texas Univ., San Marcos; TX, 2002. -PDF
- I. Birindelli, F. Demengel, Existence
of solutions for semi-linear
equations involving the $p$-Laplacian : the non coercive
caseCalculus of variations, 20, (2004), n°4, 343-366.
et PDF
- I. Birindelli, F.
Demengel, On the Lane-Emden
equations with fully
nonlinear operators, CRAS, 336, 2003, n°9, 725-730. et PDF
-
F. Demengel Théorèmes
d'existence pour des
équations avec l'opérateur "1-Laplacien", première
valeur propre pour $-\Delta_1$.C.R.Acad. .Sci.
Paris,Ser. 1.334 (2002) 1071-1076. et PDF
- F.Demengel Some Existence's
results for non coercive
"$1$-Laplacian" operator, Asymptotic Analysis 43
(2005)287-322. PDF
- F. Demengel Functions locally
$1$-harmonic Applicable analysis, 83, (2004), n°9,
343-366. PDF
- I. Birindelli, F.Demengel. Some
comparison principle and Liouville type theorems for fully
non linearsingular operators,
Annales de la faculté des sciences de Toulouse , Vol.XIII,
n°2, 2004, pp. 261-287. et PDF
- I. Birindelli, F.Demengel, J. Wigniolle : A strict maximum priniciple for fully non
linear and singular ordegenerate
operators. Seminario
interdisciplinare di matematica, Vol 3, 2004, 57-63. Proceeding of the
workshop "Second Order subellliptic Equations and applications.
- I. Birindelli, F. Demengel First
eigenvalue and Maximum principle for fully nonlinear singular operators Advances in Differential
equations,
Vol 11, Number 1, (2006) p. 91-119 et PDF
-
I. Birindelli, F. Demengel Eigenvalue,
maximum Principle and Regularity for Fully non
linear operators Communications on pure and applied
Analysis, Vol 6, 2007 et PDF
-
I Birindelli , F. Demengel The
Dirichlet problem for singular fully nonlinear operators
Discrete and Continuous Dynamical SytemsVolume: 2007, Number: Special,
September 2007 page 110-121 et PDF
- I. Birindelli, F. Demengel Uniqueness
of the first eigenfunction for fully
nonlinear equations: the radial case. à paraitre
dans Journal for
analysis and its applications et PDF
- I. Birindelli, F. Demengel Eigenvalue and Dirichlet problem for
fully-nonlinear
operators in non smooth domains. A paraitre dans Journal
of mathematical Analysis and its
applications et PDF
-
I. Birindelli, F. Demengel
Bifurcation for singular fully nonlinear equationA
paraitre dans "On the notions of solution to nonlinear
elliptic problems: results and developments", Quaderni di Matematica,
23. Department of
Mathematics Seconda Universita di Napoli, Caserta,
2009.
- F. Demengel Non
uniqueness of
solutions for Dirichlet problem related
to fully nonlinear singular or degenerate operator,
Advances in Differential equations, vol. 14 numbers 11-12, (2009), pp
1107-1126. et PDF
- F. Demengel Existence
results
for parabolic problems related to fully
non linear operators degenerate or singularSoumis à
Potential
Analysis, et PDF 2009 et PDF
- F. Demengel Generalized
eigenvalues for fully nonlinear singular
or degenerate operators in the radial case
accepté à Advances in Differential Equations, vol.14,
numbers 11-121, (2009), pp 1127-1154. PDF
- I. Birindelli, F. Demengel Eigenfunctions for
singular fully nonlinear equations in unbounded regular
domains, Soumis
à Nodea, et preprint
2009. et PDF
I. Birindelli, F. Demengel,
Regularity and uniqueness of the first eigenfunction for singular fully
non linear operators, preprint et PDF
Ouvrages autres que les
publications
-Théorie des mesures et
distributions, avec Gilbert Demengel, ,Collection Universités,
editions Ellipses, 2000.
-Convexité dans les
espaces
fonctionnels, avec Gilbert Demengel, Collection Universités,
Editions Ellipses, 2004.
-Espaces fonctionnels
Utilisation dans la résolution des équations aux
dérivées partielles, CNRS éditions, EDP
sciences,
2007.