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Notes on Projective Differential Geometry
2008Projective differential geometry was initiated in the 1920s, especially by Elie Cartan and Tracey Thomas. Nowadays, the subject is not so well-known. These notes aim to remedy this deficit and present several reasons why this should be done at this time.
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On the Projective Differential Geometry of Conjugate Nets
American Journal of Mathematics, 1931Es wird eine neue analytische Behandlungsweise eines (konjugierten) Kurvennetzes auf einer Fläche des dreidimensionalen projektiven Raumes angegeben, wobei auf die Symmetrie der Formeln in bezug auf die beiden Scharen von Netzkurven besonderes Gewicht gelegt wird.
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Review from Classical Differential and Projective Geometry
2001In this introductory chapter we recall some fairly well known facts about surfaces in “three-space”. The classical literature does not make careful distinctions between the different kinds of three-spaces. Nowadays, we are urged to be more precise: we start in the real affine space ℝ3 and end up in complex projective space ℙ3(ℂ). The reader will notice
Gerd Fischer, Jens Piontkowski
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Projective Differential Geometry of Systems of Linear Partial Differential Equations
1971—In S n — over a field F which will generally be either the real or the complex one — consider a surface Φ defined as the locus of points x whose projective coordinates (x(0) x(1),..., x(n)) are functions of two parameters u and v. These functions will all be supposed continuous with derivatives of sufficiently high order.x u will denote the point ...
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A Treatise on Projective Differential Geometry
National Mathematics Magazine, 1943Vernon G. Grove, Ernest Preston Lane
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Projective Differential Geometry of Curved Surfaces (First Memoir)
Transactions of the American Mathematical Society, 1907openaire +1 more source