The following pages link to G. W. Hill (Q1492250):
Displaying 38 items.
- Subjective geometry. (Q1492251) (← links)
- Application of \textit{Tchébychef}'s principle in the projection of maps. (Q1492831) (← links)
- The collected mathematical works of \textit{George Wiliam Hill}. Vol. IV. (Q1494542) (← links)
- Attraction of the homogeneous spherical segment. (Q1495646) (← links)
- Deduction of the power series representing a function from special values of the latter. (Q1501440) (← links)
- Secular perturbations of the planets. (Q1510277) (← links)
- On the use of sphero-conic in astronomy. (Q1510278) (← links)
- On the extension of Delaunay's method in the lunar theory to the general problem of planetary motion. (Q1512586) (← links)
- Remarks on the progress of celestial mechanics since the middle of the century. (Q1520507) (← links)
- On the convergence of the series used in the subject of perturbations. (Q1521620) (← links)
- Literal expression for the motion of the Moon's perigee. (Q1522790) (← links)
- The periodic solution as a first approximation in the lunar theory. (Q1522791) (← links)
- On intermediate orbits. (Q1528284) (← links)
- The secular perturbations of two planets moving in the same plane; with application to Jupiter and Saturn. (Q1534469) (← links)
- On the interior constitution of the earth as respects density. (Q1537589) (← links)
- Coplanar motion of two planets, one having a zero mass. (Q1539562) (← links)
- On differential equations with periodic integrals. (Q1540156) (← links)
- On the part of the motion of the lunar perigee which is a function of the mean motions of the Sun and the Moon. (Q1541264) (← links)
- On certain possible abbreviations in the computation of the long-period inequalities of the moon's motion due to the direct action of the planets. (Q1547266) (← links)
- Review of the ``theory of the moons motion deduced from the law of universal gravitation'' by John N. Stockwell. (Q1548712) (← links)
- Notes on the theories of Jupiter and Saturn. (Q1550005) (← links)
- Note on Hansen's general formulae for perturbations. (Q1550006) (← links)
- Researches in the lunar theory. (Q1554225) (← links)
- On the motion of the centre of gravity of the earth and moon. (Q1554226) (← links)
- The secular acceleration of the moon. (Q1554227) (← links)
- On the part of the motion of the lunar perigee which is a function of the mean motions of the sun and moon. (Q1555637) (← links)
- Reduction of the problem of three bodies. (Q1556714) (← links)
- Demonstration of the differential equations employed by Delaunay in the lunar theory. (Q1556962) (← links)
- On the solution of cubic and biquadratic equations. (Q1557156) (← links)
- Additional formulae in finite differences. (Q1557381) (← links)
- On the development of the perturbatice function in periodic series. (Q1558360) (← links)
- Useful formulae in the calculus of finite differences. (Q1558735) (← links)
- Elementary treatment of the problem of two bodies. (Q1559404) (← links)
- A method of computing absolut perturbations. (Q1559664) (← links)
- On the inequality of long period in the longitude of Saturn, whose argument is six times the mean anomalie of Saturn minus twice that of Jupiter minus three times that of Uranus. (Q1560676) (← links)
- On Dr. Weiler's secular acceleration of the moon's mean motion. (Q5914888) (← links)
- On Dr. Weiler's secular acceleration of the moon's mean motion. (Q5969762) (← links)
- Solution of a problem. (Q5969937) (← links)
