OSCILLATION THEOREMS FOR SELF-ADJOINT BOUNDARY VALUE PROBLEMS

[1] Existence theorems for the general real self-adjoint linear system of the second order [J]. TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY, 1918, 19 (1-4) : 79 - 96

[2] Ettlinger HJ, 1921, T AM MATH SOC, V22, P136

[3] Haupt O, 1915, MATH ANN, V76, P67

[4] New derivation of the oscillations principle for the linear self adjusting second order margin value problems. [J]. MATHEMATISCHE ZEITSCHRIFT, 1939, 44 : 635 - 658

[5] New derivation of the Sturm-Liouville series expansion of constant functions [J]. MATHEMATISCHE ANNALEN, 1926, 95 : 499 - 518

[6] REID WT, 1937, B AM MATH SOC, V43, P633

[7] Sturm C, 1836, J MATH PURES APPL LI, V1, P106

[8] [No title captured]

[9] [No title captured]

[10] [No title captured]

[1] Existence theorems for the general real self-adjoint linear system of the second order [J]. TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY, 1918, 19 (1-4) : 79 - 96

[2] Ettlinger HJ, 1921, T AM MATH SOC, V22, P136

[3] Haupt O, 1915, MATH ANN, V76, P67

[4] New derivation of the oscillations principle for the linear self adjusting second order margin value problems. [J]. MATHEMATISCHE ZEITSCHRIFT, 1939, 44 : 635 - 658

[5] New derivation of the Sturm-Liouville series expansion of constant functions [J]. MATHEMATISCHE ANNALEN, 1926, 95 : 499 - 518

[6] REID WT, 1937, B AM MATH SOC, V43, P633

[7] Sturm C, 1836, J MATH PURES APPL LI, V1, P106

[8] [No title captured]

[9] [No title captured]

[10] [No title captured]