Measures with predetermined regularity and inhomogeneous self-similar sets

It is expected that the result is not true with = 0 as soon as the degree of α is ≥ 3, which means that it is expected no real algebraic number of degree at least 3 is

Tulcea proved that if X has a strictly positive measure and K is either sequentially compact or convex and compact, then K is metrizable ([9]). Every almost-separable

Formally prove that this equation is mass conser- vative and satisfies the (weak) maximum principle.. 4) Dynamic estimate on the entropy and the first

When the vector field Z is holomorphic the real vector fields X and Y (cf. This follows from a straightforward computation in local coordinates.. Restriction to the

Mondino, Sharp geometric and functional inequalities in metric measure spaces with lower Ricci curvature bounds, available at http://arxiv.org/abs/1505.02061v1.... Cheeger, A

When it is asked to describe an algorithm, it has to be clearly and carefully done: input, output, initialization, loops, conditions, tests, etc.. Exercise 1 [ Solving

On the contrary, convergence in W 1 (or in duality with some other class F ) ensures good estimates simultaneously for

We assume here that the components of the field e are only in L 2 (Ω) (as in the clas- sical variational formulation of three-dimensional linearized elasticity), in which case