Symmetry with Operator Theory and Equations

Argyros, Ioannis

Symmetry with Operator Theory and Equations


English[eng]


Lipschitz condition||order of convergence||Scalar equations||local and semilocal convergence||multiple roots||Nondifferentiable operator||optimal iterative methods||Order of convergence||convergence order||fast algorithms||iterative method||computational convergence order||generalized mixed equilibrium problem||nonlinear equations||systems of nonlinear equations||Chebyshev’s iterative method||local convergence||iterative methods||divided difference||Multiple roots||semi-local convergence||scalar equations||left Bregman asymptotically nonexpansive mapping||basin of attraction||maximal monotone operator||Newton–HSS method||general means||Steffensen’s method||derivative-free method||simple roots||fixed point problem||split variational inclusion problem||weighted-Newton method||ball radius of convergence||Traub–Steffensen method||Newton’s method||fractional derivative||Banach space||multiple-root solvers||uniformly convex and uniformly smooth Banach space||Fréchet-derivative||optimal convergence||Optimal iterative methods||basins of attraction||nonlinear equation