EXISTENCE AND MULTIPLICITY RESULTS FOR HOMOCLINIC SOLUTIONS TO A CLASS OF HAMILTONIAN-SYSTEMS

[1] AMBROSETTI A, MULTIPLE HOMOCLINIC

[2] AMBROSETTI A, 1990, P C HONOUR L NIRENBE

[3] BESSI U, MULTIPLE HOMOCLINICS

[4] CHANG K, REMARK HOMOCLINIC OR

[5] DING Y., 1993, DYNAM SYSTEMS APPL, V2, P131

[6] 1ST ORDER ELLIPTIC-SYSTEMS AND THE EXISTENCE OF HOMOCLINIC ORBITS IN HAMILTONIAN-SYSTEMS [J]. MATHEMATISCHE ANNALEN, 1990, 288 (03) : 483 - 503

[7] Kato T., 1966, PERTURBATION THEORY

[8] Omana W., 1992, DIFFERENTIAL INTEGRA, V5, P1115, DOI [10.57262/die/1370870945, DOI 10.57262/DIE/1370870945]

[9] Rabinowitz P.H., 1986, CBMS REG C SER MATH, V65

[10] HOMOCLINIC ORBITS FOR A CLASS OF HAMILTONIAN-SYSTEMS [J]. PROCEEDINGS OF THE ROYAL SOCIETY OF EDINBURGH SECTION A-MATHEMATICS, 1990, 114 : 33 - 38

[1] AMBROSETTI A, MULTIPLE HOMOCLINIC

[2] AMBROSETTI A, 1990, P C HONOUR L NIRENBE

[3] BESSI U, MULTIPLE HOMOCLINICS

[4] CHANG K, REMARK HOMOCLINIC OR

[5] DING Y., 1993, DYNAM SYSTEMS APPL, V2, P131

[6] 1ST ORDER ELLIPTIC-SYSTEMS AND THE EXISTENCE OF HOMOCLINIC ORBITS IN HAMILTONIAN-SYSTEMS [J]. MATHEMATISCHE ANNALEN, 1990, 288 (03) : 483 - 503

[7] Kato T., 1966, PERTURBATION THEORY

[8] Omana W., 1992, DIFFERENTIAL INTEGRA, V5, P1115, DOI [10.57262/die/1370870945, DOI 10.57262/DIE/1370870945]

[9] Rabinowitz P.H., 1986, CBMS REG C SER MATH, V65

[10] HOMOCLINIC ORBITS FOR A CLASS OF HAMILTONIAN-SYSTEMS [J]. PROCEEDINGS OF THE ROYAL SOCIETY OF EDINBURGH SECTION A-MATHEMATICS, 1990, 114 : 33 - 38