Pages that link to "Item:Q343825"
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The following pages link to On Kepler's system of conics in \textit{Astronomiae pars optica} (Q343825):
Displaying 10 items.
- On Kepler's conchoid construction (Q1378901) (← links)
- Boscovich's geometrical principle of continuity, and the ``mysteries of the infinity'' (Q1635796) (← links)
- Carnot's theory of transversals and its applications by Servois and Brianchon: the awakening of synthetic geometry in France (Q2069716) (← links)
- Desargues's concepts of involution and transversal, their origin, and possible sources of inspiration (Q2084277) (← links)
- Pascal's mystic \textit{hexagram}, and a conjectural restoration of his lost treatise on conic sections (Q2201992) (← links)
- ``A masterly though neglected work'', Boscovich's treatise on conic sections (Q2413529) (← links)
- Two mathematical inventions in Kepler's ‘Ad vitellionem paralipomena’ (Q3744120) (← links)
- Kepler's <i>Optical Part of Astronomy</i> (1604): Introducing the Ecliptic Instrument (Q5171456) (← links)
- (Q5380521) (← links)
- (Q5797001) (← links)