A polynomial algorithm is developed for the generation of a minimal complete set of Pareto-optimal Steiner trees.
However, combining multiple image hashes approaches requires additional computation cost for the generation of content-based fingerprinting.
We provide polynomial algorithms for the recognition of whether a given functional dependency holds in a given Horn theory, as well as polynomial algorithms for the generation of some representative sets of functional dependencies.
Utilization of fossil fuel-based electricity is used for the generation of steam and compressed air.
The use of the polynomial interpolating functions, obtained in this paper, allows for the generation of databases of accurate aerodynamic coefficients at the desired transitional Reynolds number.
This work proposes the generation of fault-tolerant state-based schedules for real-time systems.
The automated generation of a JSP-based architecture for a web system is also illustrated.
The approach presented here allows the generation of MCS also for similarity-based clusters with a given inherent structural diversity.
A general formulation for the Chebyshev polynomial-based weighting coefficient matrix for approximation of fractional derivatives has been derived.
The polynomial Euclidean algorithm has other applications, such as Sturm chains, a method for counting the zeros of a polynomial that lie inside a given real interval.
