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92.26 An elementary proof of the generalised Fermat problem

Published online by Cambridge University Press:  01 August 2016

Nguyen Minh Ha
Affiliation:
Hanoi University of Education, Hanoi, Vietnam, e-mail: minhha27255@yahoo.com
Nikolaos Dergiades
Affiliation:
Hanoi University of Education, Hanoi, Vietnam, e-mail: minhha27255@yahoo.com

Abstract

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Type
Notes
Copyright
Copyright © The Mathematical Association 2008

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References

1. Simpson, Thomas, Doctrine and application of fluxions, London (1750).Google Scholar
2. Steiner, Jacob, Gesamelte Werke 2, Berlin (1882) p. 729.Google Scholar
3. Lindelöf, L.L., Sur les maxima et minima d’une fonction des rayons vecteurs menés d’un point mobile à plusieurs centres fixes), Acta Soc. Sc. Fenn 8 (1867) pp. 191203.Google Scholar
4. Sturm, Rudolf, Ueber den Punkt kleinster, Entfernungssumme von gegebenen Punkten, Jour.f. die Reine u Angew. Math. (Crelle) 97 (1884) pp. 4961.CrossRefGoogle Scholar
5. Minh Ha, Nguyen, Extending the Fermat-Torricelli Problem, Math. Gaz. 86 (July 2002) pp. 316321.Google Scholar
6. Tong, Jingcheng and Chua, Yaps., The Generalized Fermat Point, Math Mag. 68 (1995) pp. 214215.CrossRefGoogle Scholar
7. Shklyarskii, D.O., Chentsov, N.N. and Yaglom, I.M., Geometrical Inequalities and Problems on Maximum and Minimum, Moskva (1970) pp. 212218.Google Scholar