- Connexit e et convexit e directionnelle dans Z 2 Alain Daurat
- Verification experimentale et partielle d'une conjecture de la tomographie discrete
- Algorithmique des equations di erentielles via les entiers in nis
- On Local Estimators of Length of Digital Mohamed Tajine and Alain Daurat
- Salient points of Qconvex sets Alain Daurat #
- Reconstruction of lattice sets from in nite X-rays Alain Daurat
- Uniqueness of the reconstruction of Q-convexes from their projections
- Ecole Normale Sup erieure de Cachan D epartement de Math ematiques
- On Local Definitions of Length of Digital Curves Mohamed TAJINE and Alain DAURAT
- About the frequencies of some patterns in digital planes. Application to area estimators
- Random generation of Q-convex sets Sara Brunetti a
- Salient and Reentrant Points of Discrete Sets Alain Daurat a,1
- The chords' problem Alain Daurat
- Transformation et reconstruction par projections
- About the frequencies of some patterns in digital planes. Application to area estimators
- Stability in Discrete Tomography: Linear Programming, Additivity and Convexity
- Salient and Reentrant Points of Discrete Sets Alain Daurat a,1
- An algorithm for reconstructing special lattice sets from their approximate X-rays
- Some necessary clarifications about the Chords' Problem and the Partial Digest
- Approximate Xrays reconstruction of special lattice sets # Sara Brunetti + Alain Daurat # Alberto Del Lungo
- Determination of Q-Convex Sets by X-rays Alain Daurat 1
- Algorithmique des equations di erentielles via les entiers in nis
- Medians of discrete sets according to a linear distance
- Lsyst#mes et poly#dres Alain Daurat
- Universit Paris 7 -Denis Diderot UFR d'Informatique
- An algorithm reconstructing convex lattice Sara Brunetti a , Alain Daurat b,#
- The Q-convexity. revised version
- Stability in Discrete Tomography: Some Positive Results
- Patterns in discretized parabolas and length Alain Daurat, Mohamed Tajine, and Mahdi Zouaoui
- An algorithm reconstructing convex lattice Sara Brunetti a
- Fast Filling Operations Used in the Reconstruction of Convex Lattice Sets
- Informatique th eorique Algorithmique des equations di erentielles
- niversit ris U E henis hiderot p d9snformtique
- Reconstruction of Q-convex lattice sets S. Brunetti and A. Daurat
- The Chords' Problem LLAIC1, Universit e d'Auvergne, France
- Principaux objets du langage Moka-TRIO . Manipulation de ces objets par Java-Moka. A. Daurat, M. Doche, D. Le Berre
- Sur la discr etisation des equations di erentielles Alain Daurat
- Reconstruction of Convex Lattice Sets from Tomographic Projections in Quartic Time
