EXPANDING GRAVITATIONAL SYSTEMS

[1] A tauberian theorem connected with the problem of three bodies [J]. AMERICAN JOURNAL OF MATHEMATICS, 1939, 61 : 161 - 164

[2] CHAZY J, 1922, AN SCI ECOLE NORM SU, V39

[3] On one of Tauber's theorems in the three body problem [J]. AMERICAN JOURNAL OF MATHEMATICS, 1939, 61 : 769 - 770

[4] LEWIS DC, 1968, PM6721 NASA, P141

[5] LEWIS DC, 1968, PM6721 NASA, P129

[6] SINGULARITIES OF N-BODY PROBLEM .I. [J]. ARCHIVE FOR RATIONAL MECHANICS AND ANALYSIS, 1968, 30 (04) : 263 - &

[7] Pollard H., 1970, Celestial Mechanics, V1, P347, DOI 10.1007/BF01231139

[8] POLLARD H, 1970, P AM MATH SOC, V24, P593

[9] POLLARD H, 1967, P AM MATH SOC, V18, P399

[10] POLLARD H, 1967, J MATH MECH, V17, P601

[1] A tauberian theorem connected with the problem of three bodies [J]. AMERICAN JOURNAL OF MATHEMATICS, 1939, 61 : 161 - 164

[2] CHAZY J, 1922, AN SCI ECOLE NORM SU, V39

[3] On one of Tauber's theorems in the three body problem [J]. AMERICAN JOURNAL OF MATHEMATICS, 1939, 61 : 769 - 770

[4] LEWIS DC, 1968, PM6721 NASA, P141

[5] LEWIS DC, 1968, PM6721 NASA, P129

[6] SINGULARITIES OF N-BODY PROBLEM .I. [J]. ARCHIVE FOR RATIONAL MECHANICS AND ANALYSIS, 1968, 30 (04) : 263 - &

[7] Pollard H., 1970, Celestial Mechanics, V1, P347, DOI 10.1007/BF01231139

[8] POLLARD H, 1970, P AM MATH SOC, V24, P593

[9] POLLARD H, 1967, P AM MATH SOC, V18, P399

[10] POLLARD H, 1967, J MATH MECH, V17, P601