Aufsatz
On the theorems in space analogous to those of Pascal and Brianchon in a plane.
- Bibliographic citation
-
The Cambridge and Dublin mathematical journal ; 4
- Creator
-
Weddler, Thomas
- Published
-
1849 -
- Last update
- 26.05.2025, 3:56 PM CEST
Data provider
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Niedersächsische Staats- und Universitätsbibliothek Göttingen. If you have any questions about the object, please contact the data provider.
Object type
- Aufsatz
Associated
- Weddler, Thomas
Time of origin
- 1849 -
Other Objects (12)
On the theorems in space analogous to those of Pascal and Brianchon in a plane. - Part II.
On the theorems in space analogous to those of Pascal and Brianchon in a plane. Part III.
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Pascal's theorem.
On Pascal's theorem.
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Analogues of Pascal's theorem.
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V. Demonstration of pascal's theorem.
Ueber das Pascal'sche Theorem
Démonstration du théorème de Pascal.
On the theorems in space analogous to those of Pascal and Brianchon in a plane. - Part II.
On the theorems in space analogous to those of Pascal and Brianchon in a plane. Part III.
Demonstration of Brianchon's theorem, and of an analogous property in space.
On the theorems in space analogous to two properties of the plane quadrilateral.
Pascal's theorem.
On Pascal's theorem.
An extension of Pascal's theorem to space of three dimensions.
Analogues of Pascal's theorem.
GENERALIZATION OF THE PASCAL THEOREM TO THE N-DIMENSIONAL PROJECTIVE SPACE
V. Demonstration of pascal's theorem.
Ueber das Pascal'sche Theorem
Démonstration du théorème de Pascal.
On the theorems in space analogous to those of Pascal and Brianchon in a plane. - Part II.
On the theorems in space analogous to those of Pascal and Brianchon in a plane. Part III.
Demonstration of Brianchon's theorem, and of an analogous property in space.
On the theorems in space analogous to two properties of the plane quadrilateral.
Pascal's theorem.
On Pascal's theorem.
An extension of Pascal's theorem to space of three dimensions.
Analogues of Pascal's theorem.
GENERALIZATION OF THE PASCAL THEOREM TO THE N-DIMENSIONAL PROJECTIVE SPACE
V. Demonstration of pascal's theorem.
Ueber das Pascal'sche Theorem