MINIMIZING PROPERTY OF KEPLERIAN ORBITS

[1] CONSERVATIVE DYNAMICAL-SYSTEMS INVOLVING STRONG FORCES [J]. TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY, 1975, 204 (APR) : 113 - 135

[2] GORDON WB, 1969, J MATH MECH, V19, P111

[3] Halmos P.R., 1950, MEASURE THEORY

[4] PALAIS R, 1965, ANN MATH STUD

[5] Palais R.S., 1968, P S PURE MATHEMATICS, VXV, P185

[6] PALAIS RP, 1968, F NONLINEAR GLOBAL A

[7] PALAIS RS, 1963, TOPOLOGY, V2, P299

[8] GENERALIZING LUSTERNIK-SCHNIRELMAN THEORY OF CRITICAL POINTS .1. CONDITIONS FOR EXISTENCE OF CRITICAL POINTS [J]. COMMUNICATIONS ON PURE AND APPLIED MATHEMATICS, 1964, 17 (03) : 307 - &

[9] [No title captured]

[1] CONSERVATIVE DYNAMICAL-SYSTEMS INVOLVING STRONG FORCES [J]. TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY, 1975, 204 (APR) : 113 - 135

[2] GORDON WB, 1969, J MATH MECH, V19, P111

[3] Halmos P.R., 1950, MEASURE THEORY

[4] PALAIS R, 1965, ANN MATH STUD

[5] Palais R.S., 1968, P S PURE MATHEMATICS, VXV, P185

[6] PALAIS RP, 1968, F NONLINEAR GLOBAL A

[7] PALAIS RS, 1963, TOPOLOGY, V2, P299

[8] GENERALIZING LUSTERNIK-SCHNIRELMAN THEORY OF CRITICAL POINTS .1. CONDITIONS FOR EXISTENCE OF CRITICAL POINTS [J]. COMMUNICATIONS ON PURE AND APPLIED MATHEMATICS, 1964, 17 (03) : 307 - &

[9] [No title captured]