ABSTRACT: In this paper, we investigate fixed point results for Jaggi-type F-contractions in the framework of cone b-metric spaces. Motivated by the need for faster convergence in iterative methods, ...

It is sometimes useful to output quantities after each fixed point iteration, for example, for testing or monitoring fixed point progress. Currently, there is only one execution point for Outputs ...

Anderson acceleration is an optimisation technique designed to improve the convergence of fixed-point iterations, a common approach utilised in solving nonlinear equations. By blending current and ...

Abstract: The fixed-point iteration method is widely used in electromagnetic field analysis involving hysteresis property due to its strong robustness, but it has the problem of low computational ...

1. g(x) = (20x + (21/x^2)) / 21 -> speed of convergence = 6/7 2. g(x) = x - (x^3 - 21) / (3x^2) -> speed of convergence = 0 3. g(x) = x - ((x^4 - 21x) / (x^2 - 21 ...

When USC and Connecticut play Monday night for a spot in the NCAA women’s basketball Final Four, the three-point lines will be the same distance from the basket on both ends of the court at Moda ...

Patient specific models of ventricular mechanics require the optimization of their many parameters under the uncertainties associated with imaging of cardiac function. We present a strategy to reduce ...

Interpreting gradient methods as fixed-point iterations, we provide a detailed analysis of those methods for minimizing convex objective functions. Due to their conceptual and algorithmic simplicity, ...