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The Mönch fixed point theorem that we recall below will be the main tool in obtaining the existence result.
Then, Lysenok found a presentation that we recall below.
We recall below some relevant properties of the modified generalized Laguerre polynomials (see [43 45]).
Infinitely generated soluble groups are equally abundant, as we recall below after having fixed some notation.
We recall below the definition of partial metric space and some of its properties.
We recall below the definition of partial metric space and some of its properties (see [4, 5, 8, 9]).
Similar(52)
Thus, to sum up, in our privacy preserving algorithm we will use two cryptographic primitives, namely the HMAC and the Private Set Intersection whose definition we briefly recall below.
Below, we recall the four necessary rules (R 1 to R 4) for an efficient usage of the work-stealing algorithm: R 1: At least one selected core must be idle when there are parallel sub-tasks awaiting for execution.
We recall this theorem below that will be used in the proof of the main theorems in this paper.
We recall basic definitions below.
Below we recall the definition of a coupled fixed point for a bivariate mapping.
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