Aufsatz
On the conics which touch three given lines and pass through a given point.
- Language
-
Englisch
- Bibliographic citation
-
The quarterly journal of pure and applied mathematics ; 8
- Creator
-
Cayley
- Published
-
1867 -
- Last update
-
26.05.2025, 3:55 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
Time of origin
- 1867 -
Other Objects (12)
On the conics which pass through two given points and touch two given lines.
System of equations for three circles which cut each other at given angles.
Theorem relating to the four conics which touch the two lines and pass through the same four points.
On the system of three circles which cut each other at given angles and have their centres in a line.
On the notion of a plane vurve of a given order.
Note on an apparent difficulty in the theory of curves, when the coordinates of a point are given as functions of a point are given as function of a variable parameter.
On the conics which touch four given lines.
On a differential formula connected with the theory of confocal conics.
On the conics which pass through three given points and touch a given line.
Extension of the planet-problem to a space of n dimensions and constant integral curvature, by Dr. R. Lipschitz.
A Sheepshanks' problem (1866).
Note in illustration of certain general theorems obtained by Dr. Lipschitz.
On the conics which pass through two given points and touch two given lines.
System of equations for three circles which cut each other at given angles.
Theorem relating to the four conics which touch the two lines and pass through the same four points.
On the system of three circles which cut each other at given angles and have their centres in a line.
On the notion of a plane vurve of a given order.
Note on an apparent difficulty in the theory of curves, when the coordinates of a point are given as functions of a point are given as function of a variable parameter.
On the conics which touch four given lines.
On a differential formula connected with the theory of confocal conics.
On the conics which pass through three given points and touch a given line.
Extension of the planet-problem to a space of n dimensions and constant integral curvature, by Dr. R. Lipschitz.
A Sheepshanks' problem (1866).
Note in illustration of certain general theorems obtained by Dr. Lipschitz.
On the conics which pass through two given points and touch two given lines.
System of equations for three circles which cut each other at given angles.
Theorem relating to the four conics which touch the two lines and pass through the same four points.
On the system of three circles which cut each other at given angles and have their centres in a line.
On the notion of a plane vurve of a given order.
Note on an apparent difficulty in the theory of curves, when the coordinates of a point are given as functions of a point are given as function of a variable parameter.
On the conics which touch four given lines.
On a differential formula connected with the theory of confocal conics.
On the conics which pass through three given points and touch a given line.
Extension of the planet-problem to a space of n dimensions and constant integral curvature, by Dr. R. Lipschitz.
A Sheepshanks' problem (1866).