Notio Punctorum Inflexionis Quae Constituitur Pro Curvis Planis Qua Ratione Extendenda Sit In Curvas Duplo-curvatas Atque In Superficies Curvas

This Latin text, "Notio Punctorum Inflexionis Quae Constituitur Pro Curvis Planis Qua Ratione Extendenda Sit In Curvas Duplo-curvatas Atque In Superficies Curvas," explores the concept of inflection points and their application to plane curves. The author, Oscar Car. Ferd Janisch, investigates how this concept can be extended to doubly-curved lines and curved surfaces. A valuable resource for students and researchers in mathematics and geometry, this work provides insights into the properties and analysis of curves and surfaces.

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