By A. H Copeland
Книга Geometry, algebra, and trigonometry via vector equipment Geometry, algebra, and trigonometry via vector tools Книги Математика Автор: A. H Copeland Год издания: 1962 Формат: djvu Издат.:MacMillan Страниц: 298 Размер: 2,2 ISBN: B0007DPOVU Язык: Английский0 (голосов: zero) Оценка:Geometry, algebra, and trigonometry through vector methodsMb
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Extra resources for Geometry, algebra, and trigonometry by vector methods
Sci. USA 39, 655–660. Spanier, E. C. (1955), Duality in homotopy theory, Mathematika 2, 56–80. Spanier, E. C. (1957), The theory of carriers and S-theory, Algebraic geometry and topology. A symposium in honor of S. , pp. 330– 360. Steenrod, N. (1936), Universal homology groups, Amer. J. Math. 58, 661–701. Thom, R. (1952), Espaces fibr´ es en sph´ eres et carr´ es de Steenrod, Ann. Ec. Norm. Sup. 69, 109–181. Thom, R. (1954), Quelques propri´ et´ es globales des vari´ et´ es diff´ erentiables, Comment.
Math. Pures Appl. , Gen´ eve, 1981, pp. 23–213). W. D. Thesis, Princeton. Segal, G. (1970), Equivariant stable homotopy theory, Actes du Congres International des Mathematiciens (Nice, 1970), vol. 2, pp. 59–63. Serre, J–P. (1951), Homologie singuli´ ere des espaces fibr´ es, Ann. of Math. 54, 425–505, 24–204). Spanier, E. (1948), Cohomology theory for general spaces, Ann. of Math. 49, 407–427. Spanier, E. (1949), Borsuk’s cohomotopy groups, Ann. of Math. 50, 203–245. Spanier, E. (1959), Function spaces and duality, Ann.
R. Acad. Sci. Paris 115; (also in Oeuvres, vol. VI, pp. 186– 192). Poincar´ e, H. R. Acad. Sci. Paris 117, 144–145; (also in Oeuvres, vol. XI, pp. 6–7). Poincar´ e, H. (1895), Oeuvres, vol. VI, Gauthier–Villars, Paris 1953. Pontrjagin, L. (1934), The general topological theorem of duality for closed sets, Ann. of Math. 35, 904–914. Puppe D. (1958), Homotopiemengen und ihre induzierten Abbildungen I, Math. Z. 69, 299–344. de Rham, G. (1931), Sur l’Analysis Situs des vari´ et` es a ´ n dimensions, J.