Aufsatz
On Sir W. R. Hamilton's method for the problem of three or more bodies.
- Language
-
Englisch
- Bibliographic citation
-
The quarterly journal of pure and applied mathematics ; 2
- Creator
-
Cayley, A.
- Published
-
1858 -
- Last update
-
26.05.2025, 3:54 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
- Cayley, A.
Time of origin
- 1858 -
Other Objects (12)
On the conics which pass through three given points and touch a given line.
V. Demonstration of pascal's theorem.
On some numerical expansions.
Note on the "Circular relation" of Prof. Möbius.
On a special sextic developable.
Note on the logic of characteristics.
Note on the curvature of a plane curve at a double point, and on the curvature of surfaces.
Solutions of a mechanical problem.
On the conics which touch four given lines.
On the simultaneous transformation of two homogeneous functions of the second order.
On the oval of descartes.
Note on the equation for the squared differences of the roots of a cubic equation.
On the conics which pass through three given points and touch a given line.
V. Demonstration of pascal's theorem.
On some numerical expansions.
Note on the "Circular relation" of Prof. Möbius.
On a special sextic developable.
Note on the logic of characteristics.
Note on the curvature of a plane curve at a double point, and on the curvature of surfaces.
Solutions of a mechanical problem.
On the conics which touch four given lines.
On the simultaneous transformation of two homogeneous functions of the second order.
On the oval of descartes.
Note on the equation for the squared differences of the roots of a cubic equation.
On the conics which pass through three given points and touch a given line.
V. Demonstration of pascal's theorem.
On some numerical expansions.
Note on the "Circular relation" of Prof. Möbius.
On a special sextic developable.
Note on the logic of characteristics.
Note on the curvature of a plane curve at a double point, and on the curvature of surfaces.
Solutions of a mechanical problem.
On the conics which touch four given lines.
On the simultaneous transformation of two homogeneous functions of the second order.
On the oval of descartes.