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International Journal of Computer Mathematics Volume 37, 1990 - Issue 3-4
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Original Articles

Normal variables transformation method applied to free boundary value problemsFootnote∗

R. Fazio Department of Mathematics, University of Messina, Italy
Pages 189-199 | Received 29 Jun 1989, Published online: 19 Mar 2007

Citations (11)

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Read on this site (2)

Riccardo Fazio. (1997) A numerical test for the existeence and uniqeness of solution of free boundery problems. Applicable Analysis 66:1-2, pages 89-100.
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P.D. Ariel. (1993) Stagnation point flow—a free boundary value problem formulation. International Journal of Computer Mathematics 49:1-2, pages 123-131.
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Articles from other publishers (9)

Riccardo Fazio. (2020) Scaling invariance theory and numerical transformation method: A unifying framework. Applications in Engineering Science 4, pages 100024.
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Riccardo Fazio. (2014) Free Boundary Formulation for BVPs on a Semi-infinite Interval and Non-iterative Transformation Methods. Acta Applicandae Mathematicae 140:1, pages 27-42.
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Riccardo Fazio & Salvatore Iacono. (2010) On the equivalence of non-iterative transformation methods based on scaling and spiral groups. Mathematical Methods in the Applied Sciences 33:5, pages 585-591.
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Riccardo Fazio. (1998) A Similarity Approach to the Numerical Solution of Free Boundary Problems. SIAM Review 40:3, pages 616-635.
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Riccardo Fazio. (1994) Numerical transformation methods: a constructive approach. Journal of Computational and Applied Mathematics 50:1-3, pages 299-303.
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Riccardo Fazio. 1993. Modern Group Analysis: Advanced Analytical and Computational Methods in Mathematical Physics. Modern Group Analysis: Advanced Analytical and Computational Methods in Mathematical Physics 217 221 .
Riccardo Fazio. (1992) Numerical length estimation for tubular flow reactors. Journal of Computational and Applied Mathematics 41:3, pages 313-321.
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R. Fazio. (1992) The Blasius problem formulated as a free boundary value problem. Acta Mechanica 95:1-4, pages 1-7.
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Riccardo Fazio. (1991) The iterative transformation method and length estimation for tubular flow reactors. Applied Mathematics and Computation 42:2, pages 105-110.
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