Pricing Strategies in Multi-Operator Heterogeneous Wireless Networks

In this paper, we establish universal inequalities for eigenvalues of the clamped plate problem on compact submanifolds of Euclidean spaces, of spheres and of real, complex and

Many problems in physics, engineering and economics can be formulated as solving classical nonlinear equations. When dealing with constraints in convex optimization, a unified model

Next, the energy con- sumption breakdown between the different phases of a packet transmission is presented, indicating which part of the transceiver architecture can most

We state several results for the convergence of these orbits and give a geometrical description of the corresponding limit sets.. In particular, it provides a way to construct

We also show that some known results on subfield subcodes of Algebraic Geom- etry codes can be proved nicely by using properties of the Cartier operator and that some known bounds

WHITE, The nonrelativistic limit of the Dirac operator: Splitting of the operator and classification of the discrete spectrum,

Let M and M be Riemannian manifolds with inner products (,) and respectively, and curvature operators R and k-.. The T operator was originally defined by Ambrose

BERCOVIER, Perturbation of mixed variational problems : Application to mixed finite element methods, R.A.I.R.O... CANUTO, Eigenvalue approximation by mixed