We study the convergence rate of Bergman metrics on class polarized pointed Kähler n-manifolds (M, L, g, x) with $$\textrm{Vol}\left( B_1 (x) \right) >v $$ and $$|\!\sec \!|\le K M. Relying Tian’s peak section method (Tian in J Differ Geom 32(1):99–130, 1990), we show that $$C^{1,\alpha }$$ is uniform. In end, discuss sharpness our estimates.

Cerebellar Model Articulation Controller Neural Network is a computational model of cerebellum which acts as a lookup table. The advantages of CMAC are fast learning convergence, and capability of mapping nonlinear functions due to its local generalization of weight updating, single structure and easy processing. In the training phase, the disadvantage of some CMAC models is unstable phenomenon...

‎In this paper‎, ‎a spectral Tau method for solving fractional Riccati‎ ‎differential equations is considered‎. ‎This technique describes‎ ‎converting of a given fractional Riccati differential equation to a‎ ‎system of nonlinear algebraic equations by using some simple‎ ‎matrices‎. ‎We use fractional derivatives in the Caputo form‎. ‎Convergence analysis of the proposed method is given an...