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- Revue de Mathématiques Spéciales, 1909, Vol. 20 (Classic Reprint)
Revue de Mathématiques Spéciales, 1909, Vol. 20 (Classic Reprint)
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Excerpt from Revue de Mathématiques Spéciales, 1909, Vol. 20
Nous obtenons ainsi la branche de courbe efg, qui est tangente au cercle donné aux points E et G, et qui admet un point de rebroussement au point F.
En achevant par symétrie par rapport aux deux axes on obtient la courbe complète. Le cercle donné est figuré en trait discontinu.
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