DEVELOPMENT OF AN EXTENDED EXTERIOR DIFFERENTIAL CALCULUS

[1] BOURBAKI N, 1948, ALGEBRE MULTILINEAIR

[2] BOURBAKI N, 1947, ALGEBRE LINEAIRE

[3] Cartan E., 1945, SYSTEMES DIFFERENTIE

[4] Cartan E, 1923, ANN SCIENT EC NORM S, V40, P325, DOI [DOI 10.24033/ASENS.751, 10.24033/asens.751]

[5] Cartan E., 1928, LECONS GEOMETRIE ESP

[6] A simple intrinsic proof of the Gauss-Bonnet formula for closed Riemannian manifolds [J]. ANNALS OF MATHEMATICS, 1944, 45 : 747 - 752

[7] SOME NEW VIEWPOINTS IN DIFFERENTIAL GEOMETRY IN THE LARGE [J]. BULLETIN OF THE AMERICAN MATHEMATICAL SOCIETY, 1946, 52 (01) : 1 - 30

[8] CHERN SS, 1945, ANN MATH, V46, P647

[9] Chevalley C., 1946, THEORY LIE GROUPS

[10] Eisenhart L. P., 1927, NONRIEMANNIAN GEOMET

[1] BOURBAKI N, 1948, ALGEBRE MULTILINEAIR

[2] BOURBAKI N, 1947, ALGEBRE LINEAIRE

[3] Cartan E., 1945, SYSTEMES DIFFERENTIE

[4] Cartan E, 1923, ANN SCIENT EC NORM S, V40, P325, DOI [DOI 10.24033/ASENS.751, 10.24033/asens.751]

[5] Cartan E., 1928, LECONS GEOMETRIE ESP

[6] A simple intrinsic proof of the Gauss-Bonnet formula for closed Riemannian manifolds [J]. ANNALS OF MATHEMATICS, 1944, 45 : 747 - 752

[7] SOME NEW VIEWPOINTS IN DIFFERENTIAL GEOMETRY IN THE LARGE [J]. BULLETIN OF THE AMERICAN MATHEMATICAL SOCIETY, 1946, 52 (01) : 1 - 30

[8] CHERN SS, 1945, ANN MATH, V46, P647

[9] Chevalley C., 1946, THEORY LIE GROUPS

[10] Eisenhart L. P., 1927, NONRIEMANNIAN GEOMET