Development of a cone angle weighted three-dimensional image reconstruction algorithm to reduce cone-beam artifacts

We establish some fixed common fixed and coincidence point results for mappings verifying some expansive type contractions in cone metric spaces with the help of the concept of

Recently, Stojan Radenovi´ c [5]has obtained coincidence point result for two mappings in cone metric spaces which satisfies new contractive conditions.In this paper we

We reduce the dynamical three-dimensional problem for a prismatic shell to the two-dimensional one, prove the existence and unique- ness of the solution of the corresponding

In this paper, with the help of the potential method we reduce the three- dimensional interior and exterior Neumann-type boundary-value problems of the

In Section 3 using the method of level sets, we show integral inequalities comparing some weighted Sobolev norm of a function with a corresponding norm of its symmetric

Girault; The Stokes problem and vector potential operator in three-dimensional exterior domains: An approach in weighted Sobolev spaces. Sequeira; A

Moreover, we find (see The- orem 3.1.2) a differential operator which gives a linearly isomorphic mapping from the solution space of Riemann’s P-equation to a subspace of the solu-

Awad and Sibanda 22 used the homotopy analysis method to study heat and mass transfer in a micropolar fluid subject to Dufour and Soret effects.. Most boundary value problems in