Undergraduate Research at Cameron University on Iterative Procedures in Banach and Other Spaces
Nova Science Publishers Inc (Verlag)
978-1-5361-6058-1 (ISBN)
Ioannis K. Argyros was born in 1956 in Athens, Greece. He received a B.Sc. from the University of Athens, Greece; and a M.Sc. And Ph.D. from the University of Georgia, Athens, Georgia, USA, under the supervision of Dr. Douglas N. Clark. Dr. Argyros is currently a full Professor of Mathematics at Cameron University, Lawton, OK, USA. His research interests include: Applied mathematics, Operator theory, Computational mathematics and iterative methods especially on Banach spaces. He has published more than a thousand peer reviewed papers, thirty two books and seventeen chapters in books in his area of research, computational mathematics. He is an active reviewer of a plethora of papers and books, and has received several national and international awards. He has supervised two PhD students, several MSc. and undergraduate students, and has been the external evaluator for many PhD theses, tenure and promotion applicants. Mr. Samundra Regmi is a senior student at Cameron University pursuing double degree, one in Mathematical Sciences and another in Computer Science. Along with studies, he had been working as a Senior Calculus tutor, Mathematics peer mentor, and Research Associate at Cameron University. He had been working in the field of Numerical Analysis for more than 2 years, and before he was working in the field of Cryptography and Optimization related problem by Las Alamos National Lab. He had been serving as a judge, moderator at Joint-Mathematics Meeting, the worlds largest mathematics meeting, from last two years.
PrefaceMajorizing Sequences for Iterative Methods with ApplicationsOn a Fast Three Step Method for Solving Equations under Weak ConditionsBall Convergence of Two Derivative Free Iterative Methods for Solving Equations under Weak ConditionsQuasi-Newtonian Iterative ProcessesExtended Ball Convergence for a Chebyshev-Halley Family of Methods with One ParameterExtending the Applicability of Newtons Method under the Second Fr'echet-Derivative: Case IExtending the Applicability of Newtons Method Under the k-th (k≥2)Fr'echet Derivaitive: Case IIConvergence under w-Conditions and the k-Fr'echet Derivatives: Case IIIConvergence under w-Conditions on the Second Derivative: Case IVConvergence under Lipschitz Conditions: Case VConvergence under w-Lipschitz Conditions: Case VIConvergence of an Eight Order Four Step MethodA Fast Three Step MethodConvergence of a Method Using Derivatives and Divided DifferencesConvergence of a 2k MethodConvergence of an Eighth Order MethodConvergence for a Method Containing a Sum of Linear OperatorsLocal Convergence of a Two-Step Chebyshev-Type MethodLocal Convergence of a Three Parameter Sixth Order MethodLocal Convergence for a Steffensen-Type Method of Order EightConvergence of a Sixth Order MethodRoots of Polynomials and their ApplicationsHybrid High Convergence Order Iterative MethodsHybrid Newton-Like Methods with High Order of ConvergenceGlossary of Symbols.
| Erscheinungsdatum | 02.12.2019 |
|---|---|
| Verlagsort | New York |
| Sprache | englisch |
| Gewicht | 564 g |
| Themenwelt | Mathematik / Informatik ► Mathematik ► Angewandte Mathematik |
| ISBN-10 | 1-5361-6058-X / 153616058X |
| ISBN-13 | 978-1-5361-6058-1 / 9781536160581 |
| Zustand | Neuware |
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