Articles 1 to 28 of 28

1.

arXiv:0804.1863 Bipotentials for non monotone multivalued operators: fundamental results and applications. Marius Buliga, Gery de Saxce, Claude Vallee. math.FA.

2.

arXiv:0804.0135 Infinitesimal affine geometry of metric spaces endowed with a dilatation structure. Marius Buliga. math.MG (math.GR).

3.

arXiv:0802.1140 Non maximal cyclically monotone graphs and construction of a bipotential for the Coulomb's dry friction law. Marius Buliga, Gery de Saxce, Claude Vallee. math.FA.

4.

arXiv:0710.1350 On the Kirchheim-Magnani counterexample to metric differentiability. Marius Buliga. math.MG.

5.

arXiv:0709.2224 Self-similar dilatation structures and automata. Marius Buliga. math.MG (math.CO).

6.

arXiv:0708.4298 Dilatation structures in sub-riemannian geometry. Marius Buliga. math.DG (math.MG).

7.

arXiv:0706.3644 Dilatation structures with the Radon-Nikodym property. Marius Buliga. math.MG.

8.

arXiv:0705.4009 Linear dilatation structures and inverse semigroups. Marius Buliga. math.GR (math.MG).

9.

arXiv:0705.1440 Contractible groups and linear dilatation structures. Marius Buliga. math.GR (math.MG).

10.

arXiv:0704.3791 Microfractured media with a scale and Mumford-Shah energies. Marius Buliga. math.AP.

11.

arXiv:0704.2687 Equilibrium and absolute minimal states of Mumford-Shah functionals and brittle fracture propagation. Marius Buliga. math.AP (physics.mtrl-sci).

12.

math.MG/0612509 Dilatation structures II. Linearity, self-similarity and the Cantor set. Marius Buliga. math.MG (math.GR).

13.

math.FA/0610136 Construction of bipotentials and a minimax theorem of Fan. Marius Buliga, Gery de Saxce, Claude Vallee. math.FA.

14.

math.MG/0608536 Dilatation structures I. Fundamentals. Marius Buliga. J. Gen. Lie Theory Appl. Vol 1 (2007), No 2, 65-95. math.MG (math.GR).

15.

math/0608424 Existence and construction of bipotentials for graphs of multivalued laws. Marius Buliga, Gery de Saxce, Claude Vallee. Journal of Convex Analysis 15 (2008), No. 1, 87-104. math.FA (math.SP).

16.

math.AP/0511302 The variational complex of a diffeomorphisms group. Marius Buliga. math.AP (math.FA).

17.

math.AP/0511301 Energy minimizing brittle crack propagation II. Marius Buliga. math.AP.

18.

math.AP/0511240 Perturbed area functionals and brittle damage mechanics. Marius Buliga. math.AP.

19.

math.AP/0511235 Quasiconvexity versus group invariance. Marius Buliga. math.AP (math.FA).

20.

math.AP/0510225 Energy concentration and brittle crack propagation. Marius Buliga. math.AP (physics.mtrl-sci).

21.

math.MG/0407099 Sub-Riemannian geometry and Lie groups. Part II. Curvature of metric spaces, coadjoint orbits and associated representations. Marius Buliga. math.MG (math.SG).

22.

math.MG/0311482 Curvature of sub-Riemannian spaces. Marius Buliga. math.MG.

23.

math.MG/0307342 Tangent bundles to sub-Riemannian groups. Marius Buliga. math.MG (math.SG).

24.

math.MG/0210189 Sub-Riemannian geometry and Lie groups. Part I. Marius Buliga. math.MG (math.SG).

25.

math.SG/0205039 Volume preserving bi-Lipschitz homeomorphisms on the Heisenberg group. Marius Buliga. math.SG (math.MG).

26.

math.SG/0201107 Symplectic, Hofer and sub-Riemannian geometry. Marius Buliga. math.SG (math.MG).

27.

math/0105097 Lower semi-continuity of integrals with G-quasiconvex potential. Marius Buliga. Z. Angew. Math. Phys. 53 (2002), no. 6, 949-961. math.FA.

28.

math.FA/0105044 Majorisation with applications to the calculus of variations. Marius Buliga. math.FA.

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