Domaine d’analycité des solutions de l’équation d’Euler dans un ouvert de
Domaine de la racine carrée de certains opérateurs différentiels accrétifs
Les racines carrées d’opérateurs différentiels accrétifs ont été définies et étudiées par Kato. Dans le cas d’opérateurs différentiels à coefficients , les racines carrées sont des opérateurs pseudo-différentiels. Le cas des opérateurs différentiels à coefficients mesurables et bornés conduit à des racines carrées au-delà des opérateurs pseudo-différentiels. Ces nouveaux opérateurs s’étudient grâce à des mesures de Carleson.
Domaines a estimation maximale.
Domains of attraction of equilibria and monotonicity properties of convergent trajectories in parabolic systems admitting strong comparison principle.
Dorr, M.R.: Error Estimates for the Combined h and p Versions of the Finite Element Method.
Dos algoritmos para la resolución numérica de una ecuación parabólica casi-lineal.
Double greedy algorithms: Reduced basis methods for transport dominated problems
The central objective of this paper is to develop reduced basis methods for parameter dependent transport dominated problems that are rigorously proven to exhibit rate-optimal performance when compared with the Kolmogorov n-widths of the solution sets. The central ingredient is the construction of computationally feasible “tight” surrogates which in turn are based on deriving a suitable well-conditioned variational formulation for the parameter dependent problem. The theoretical results are illustrated...
Double microlocalisation et problème de Cauchy dans le domaine complexe
Double resonance and multiple solutions for semilinear elliptic equations
Double resonant problems which are locally non-quadratic at infinity.
Double weighted commutators theorem for pseudo-differential operators with smooth symbols
Let and let be pseudo-differential operators with symbols , where , and . Let , be weights in Muckenhoupt classes , for some . We establish a two-weight inequality for commutators generated by pseudo-differential operators with weighted BMO functions , namely, the commutator is bounded from into . Furthermore, the range of can be extended to the whole .
Double-barriers-reflected BSDEs with jumps and viscosity solutions of parabolic integrodifferential PDEs.
Doubling properties and unique continuation at the boundary for elliptic operators with singular magnetic fields
Let u be a solution to a second order elliptic equation with singular magnetic fields, vanishing continuously on an open subset Γ of the boundary of a Lipschitz domain. An elementary proof of the doubling property for u² over balls centered at some points near Γ is presented. Moreover, we get the unique continuation at the boundary of Dini domains for elliptic operators.
Doubling properties for second order parabolic equations.
Doubly nonlinear parabolic equations related to the -Laplacian operator.
Doubly nonlinear parabolic equations related to the -Laplacian operator: Semi-discretization.
Droplet spreading under weak slippage : the waiting time phenomenon
Dual dynamic approach to shape optimization
Dual extremum principles for a homogeneous Dirichlet problem for a parabolic equation.
Dual finite element analysis for an inequality of the 2nd order
The dual variational formulation of some free boundary value problem is given and its approximation by finite element method is studied, using piecewise linear elements with non-positive divergence.