Sur l'extension du procédé nomographyque de W. Margoulis à quelques systèmes de trois équations

On the extension of W. Margoulis' nomographic process to some systems of three equations

Authors

  • Gh. D. Ionescu Universite d'Oran, Algeria
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References

Belgrano, J. C., Lopez Nieto, A., Urcelay, J. M., Tratado de nomografia. (Spanish) [Treatise on nomography.] Instituto Tecnico de la Construccion y del Cemento, Madrid, 1953. xii+387 pp., MR0059645.

(in Russian)

Ionesku, G. D., Nomograms with an oriented transparency for equations with six variables. (Russian) Mathematica (Cluj) 6 (29) 1964 233-256, MR0193775.

Ionescu, G. D., Canonical forms for equations with seven variables and systems for two equations with seven variables, representable by nomograms with oriented transparency. (Romanian) Bul. Sti. Inst. Politehn. Cluj 8 1965 79-92, MR0205509.

Ionescu, Gh. D., Nomogram with oriented transparency for systems of two equations with eight, nine, ten and eleven variables. (Romanian) Bul. Inst. Politehn. Iasi (N.S.) 12 (16) 1966 fasc. 1-2, 111-118, MR0213070.

Ionescu, Gh. D., Uber einige Systeme zweier Gleichungen mit drei Unbekannten Losbar durch Nomogramme mit Transparent. (German) Mathematica (Cluj) 11 (34) 1969 261--268, MR0273861.

Ionescu, Gh. D., Asupra generalizarii teormei lui W. Margoulis la reprentarea sistemelor de ecuatii prin nomograme cu transparent ghidat, Bul. I.P.C. (a paraitre) (in Romanian).

Mangoulis, W., Les abaques a transparent oriente ou turnant, Paris, Gauthier-Villars, 1931.

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Published

1978-02-01

How to Cite

Ionescu, G. D. (1978). Sur l’extension du procédé nomographyque de W. Margoulis à quelques systèmes de trois équations: On the extension of W. Margoulis’ nomographic process to some systems of three equations. Anal. Numér. Théor. Approx., 7(1), 57–59. Retrieved from https://ictp.acad.ro/jnaat/journal/article/view/1978-vol7-no1-art4

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Vol. 7 No. 1 (1978)

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