By introducing a double iterative technique, in the case of the nonlinearity with singularity at time and space variables, the unique positive solution to the problem is established.
In this paper, by introducing a double iterative technique, we established the convergence analysis and error estimation for the unique solution of a p-Laplacian fractional differential equation with singular decreasing nonlinearity.
Thus in this paper, by introducing a double iterative technique, we study the convergence analysis and error estimation of the unique solution for the case where the nonlinearity in the equation is decreasing in space variables and is allowed to be singular at some time and space variables.
Song et al. developed a double iterative optimization algorithm for the same problem [ 25].
By virtue of the monotonicity of the sequences, in a part, and that of the maps, in another part, the double iterative-functional inequality (2.21) yields some improvements of refinements recalled in the above section.
The double-head optimization problem (4) is solved by the iterative reweighted algorithm in [ 31].
For this reason the dynamic nature of the English language does not properly lend itself to static analysis; it is not governed by simple rules but driven by an ongoing, iterative process of self-referential contextualisation.
These exponential models are trained by an appropriate iterative scaling method in the maximum entropy framework.
Training of HMMs for residential address standardisation was performed by a process of iterative refinement.
WTP was valued by a closed-ended iterative bidding system [ 14, 26].
