Iteration Methods for Non-Linear Problems - Softcover

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9781334016622: Iteration Methods for Non-Linear Problems

Synopsis

This book delves into the realm of mathematics, exploring iterative methods for solving nonlinear problems. The author builds upon existing knowledge in the field, extending the applicability of relaxation methods to a wider range of nonlinear problems. It introduces concepts such as solvent sets, proving the convergence of relaxation processes under certain conditions. The book also explores the application of these methods to elliptic equations and uniform elliptic problems, providing valuable insights for researchers and practitioners in the field. By expanding the scope of relaxation methods, the author contributes to the advancement of mathematical problem-solving techniques, offering new avenues for addressing complex nonlinear problems.

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