Moore-Smith convergence in general topology

[1] ALEXANDROFF P, 1924, MATH ANN, V92, P268

[2] The topology of transformation-sets [J]. ANNALS OF MATHEMATICS, 1934, 35 : 861 - 875

[3] Brouwer LEJ, 1910, P K AKAD WET-AMSTERD, V12, P785

[4] Chittenden E. W., 1927, B AM MATH SOC, V33, P13

[5] Hilbert D., 1902, B AM MATH SOC, V8, P437

[6] MacNeille H.M, 1935, THESIS

[7] Connections between groups and ideals in a special ring. [J]. MATHEMATISCHE ANNALEN, 1935, 111 : 259 - 280

[8] ORE O, 1935, ANN MATH, V36, P408

[9] A new rationale of the algebraic number theory [J]. MATHEMATISCHE ANNALEN, 1925, 94 : 198 - 243

[10] VICKERY CW, 1934, TOHOKU MATH J, V40

[1] ALEXANDROFF P, 1924, MATH ANN, V92, P268

[2] The topology of transformation-sets [J]. ANNALS OF MATHEMATICS, 1934, 35 : 861 - 875

[3] Brouwer LEJ, 1910, P K AKAD WET-AMSTERD, V12, P785

[4] Chittenden E. W., 1927, B AM MATH SOC, V33, P13

[5] Hilbert D., 1902, B AM MATH SOC, V8, P437

[6] MacNeille H.M, 1935, THESIS

[7] Connections between groups and ideals in a special ring. [J]. MATHEMATISCHE ANNALEN, 1935, 111 : 259 - 280

[8] ORE O, 1935, ANN MATH, V36, P408

[9] A new rationale of the algebraic number theory [J]. MATHEMATISCHE ANNALEN, 1925, 94 : 198 - 243

[10] VICKERY CW, 1934, TOHOKU MATH J, V40