HARMONIC FIELDS IN RIEMANNIAN MANIFOLDS GENERALIZED POTENTIAL THEORY

[1] Alexandroff P., 1935, TOPOLOGIE 1

[2] BIDAL, 1947, MATH REV, V8, P93

[3] Bidal P, 1946, COMMENT MATH HELV, V19, P1

[4] DERHAM G, 1931, J MATH PURE APPL, V10, P115

[5] DERHAM G, 1938, ABHANDLUNG MATH SEMI, V12, P313

[6] DERHAM G, 1947, MATH REV, V8, P603

[7] DERHAM G, 1946, ANN U GRENOBLE SECT, V22, P135

[8] FRUEDENTHAL H, 1937, ANN MATH, V38, P647

[9] Hadamard J., 1932, PROBLEME CAUCHY EQUA

[10] Hodge WVD, 1934, P LOND MATH SOC, V36, P257

[1] Alexandroff P., 1935, TOPOLOGIE 1

[2] BIDAL, 1947, MATH REV, V8, P93

[3] Bidal P, 1946, COMMENT MATH HELV, V19, P1

[4] DERHAM G, 1931, J MATH PURE APPL, V10, P115

[5] DERHAM G, 1938, ABHANDLUNG MATH SEMI, V12, P313

[6] DERHAM G, 1947, MATH REV, V8, P603

[7] DERHAM G, 1946, ANN U GRENOBLE SECT, V22, P135

[8] FRUEDENTHAL H, 1937, ANN MATH, V38, P647

[9] Hadamard J., 1932, PROBLEME CAUCHY EQUA

[10] Hodge WVD, 1934, P LOND MATH SOC, V36, P257