Ryszard Smarzewski, H. Malinowski
Abstract
High accuracy numerical methods are derived for solving Abel integral equations. These methods are based on the well-known inversion formulas and they use spline functions in a special form. Convergence is discussed and numerical results are presented.
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High accuracy numerical methods are derived for solving Abel integral equations. These methods are based on the well-known inversion formulas and they use spline functions in a special form. Convergence is discussed and numerical results are presented.
Key concepts: Mathematics, Integral equation, Numerical analysis, Applied mathematics, Spline (mechanical), Class (philosophy), Mathematical analysis, Convergence (economics)