- Bibliographic citation
-
The Cambridge and Dublin mathematical journal ; 3
- Creator
-
Roberts, Michael
- Published
-
1848 -
- Last update
-
09.04.2025, 12:57 PM CEST
Data provider
This object is provided by:
Niedersächsische Staats- und Universitätsbibliothek Göttingen. If you have any questions about the object, please contact the data provider.
Niedersächsische Staats- und Universitätsbibliothek Göttingen. If you have any questions about the object, please contact the data provider.
Object type
- Aufsatz
Associated
- Roberts, Michael
Time of origin
- 1848 -
Other Objects (12)
Theorems on lines of curvature and geodesic lines on an ellipsoid.
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IV. On a class of differential equations, and on the lines of curvature of an ellipsoid.
On the duals of geodesics and lines of curvature on a ellipsoid and on its pedal surfaces.
On lines of curvature and geodesic lines.
Theorem in conic curvature.
On the lines of curvature of a surface.
Elementary investigation of Legendre's theorem concerning the attraction of an ellipsoid on an external point.
On Gauss' theorem of the measure of curvature at any point of surface.
Ellipsoid
Group actions on manifolds of nonnegative curvature and generalized Bieberbach theorems
Local convexity and nonnegative curvature - Gromov's proof of the sphere theorem
Theorems on lines of curvature and geodesic lines on an ellipsoid.
IX. - On the lines of curvature on a ellipsoid.
IV. On a class of differential equations, and on the lines of curvature of an ellipsoid.
On the duals of geodesics and lines of curvature on a ellipsoid and on its pedal surfaces.
On lines of curvature and geodesic lines.
Theorem in conic curvature.
On the lines of curvature of a surface.
Elementary investigation of Legendre's theorem concerning the attraction of an ellipsoid on an external point.
On Gauss' theorem of the measure of curvature at any point of surface.
Ellipsoid
Group actions on manifolds of nonnegative curvature and generalized Bieberbach theorems
Local convexity and nonnegative curvature - Gromov's proof of the sphere theorem
Theorems on lines of curvature and geodesic lines on an ellipsoid.
IX. - On the lines of curvature on a ellipsoid.
IV. On a class of differential equations, and on the lines of curvature of an ellipsoid.
On the duals of geodesics and lines of curvature on a ellipsoid and on its pedal surfaces.
On lines of curvature and geodesic lines.
Theorem in conic curvature.
On the lines of curvature of a surface.
Elementary investigation of Legendre's theorem concerning the attraction of an ellipsoid on an external point.
On Gauss' theorem of the measure of curvature at any point of surface.
Ellipsoid
Group actions on manifolds of nonnegative curvature and generalized Bieberbach theorems