On the application of Lie-series to the problems of celestial mechanics
Application of Lie series to celestial mechanics
Stumpff, K.↗
Engineering topics
Stumpff, K.
Publications and source records attributed to Stumpff, K..
On the application of spinors to the problems of celestial mechanics
Vectorial concept for solving three body problem in celestial mechanics
Stumpff, K.↗
A fast method of orbit computation
Computer programs for rapidly computing approximate ephemerides of minor planet or artificial satellites
Stumpff, K.↗
Periodic orbits in the restricted three-body problem in the neighborhood of resonances of type /k plus 1//k /Ueber periodische Bahnen im eingeschraenkten Dreikoerperproblem und in der Naehe der Kommensurabilitaeten vom Typus /k plus 1//k/.
Numerical analysis of periodic solutions of restricted three body problem in sun-Jupiter system, noting genealogy of periodic orbits
Carpenter, L. H.↗
REMARKS ON HILL'S LUNAR THEORY. PART II
Remarks on hill lunar theory - part ii, direct lunar orbits as solutions to differential equation
LUNAR ORBIT↗
ON LAGRANGE'S THEORY OF THE THREE-BODY PROBLEM
Lagrange theory of three-body problem - celestial mechanics
CELESTIAL MECHANICS↗
CALCULATION OF EPHEMERIDES FROM INITIAL VALUES
Calculation of ephemerides of planets and comets from initial values
COMET↗
REMARKS ON HILL'S LUNAR THEORY. PART I
Hill lunar theory modifications and computer application for solution of three-body problems
HILL LUNAR THEORY↗