Results 21 to 30 of about 220,118 (258)
Local convergence of spectra and pseudospectra [PDF]
We prove local convergence results for the spectra and pseudospectra of sequences of linear operators acting in different Hilbert spaces and converging in generalised strong resolvent sense to an operator with possibly non-empty essential spectrum. We establish local spectral exactness outside the limiting essential spectrum, local
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Ball convergence of Potra-Ptak-type method with optimal fourth order of convergence
We present a local convergence analysis Potra-Ptak-type method with optimal fourth order of convergence in order to approximate a solution of a nonlinear equation. In earlier studies such as [1], [5]-[28] hypotheses up to the fourth derivative are used.
Ioannis K. Argyros, Santhosh George
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In this paper, we provide a detailed local convergence analysis of a one-parameter family of iteration methods for the simultaneous approximation of polynomial zeros due to Ivanov (Numer. Algor. 75(4): 1193–1204, 2017).
Tsonyo M. Pavkov +3 more
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Local Convergence for Wavelet Expansions
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Kelly, S.E., Kon, M.A., Raphael, L.A.
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Local Convergence Analysis of FastICA
The FastICA algorithm can be considered as a selfmap on a manifold. It turns out that FastICA is a scalar shifted version of an algorithm recently proposed. We put these algorithms into a dynamical system framework. The local convergence properties are investigated subject to an ideal ICA model.
Hao Shen 0002, Knut Hüper
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Identifying the Impacts of Social Movement Mobilization on YouTube: Social Network Analysis
This study explores the potential of social media in improving education, engagement, and mobilization for climate change initiatives. Using the theoretical framework of resource mobilization and methods such as social network analysis (SNA) and ...
Norhayatun Syamilah Osman +3 more
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This study examines the emergence of cryptocurrency-enabled democracy (c-democracy) through an analysis of blockchain-based prediction markets during South Korea’s 2024 presidential impeachment crisis.
Han-Woo Park +2 more
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Granular convergence as an iterated local map
11 pages, 10 ...
Anna Movsheva, Thomas A. Witten
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Estimating the Local Radius of Convergence for Picard Iteration
In this paper, we propose an algorithm to estimate the radius of convergence for the Picard iteration in the setting of a real Hilbert space. Numerical experiments show that the proposed algorithm provides convergence balls close to or even identical to ...
Ştefan Măruşter
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In the present paper, we consider a construction proposed in Xiao and Yin (2016) to improve the order of convergence of the method from p to p + 2m under weaker assumptions.
Argyros Ioannis K. +2 more
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