Comparative studies of diffraction processes in the by Peter L Christiansen

By Peter L Christiansen

Show description

Read or Download Comparative studies of diffraction processes in the Geometrical Theory of Diffraction PDF

Best geometry and topology books

Plane Geometry and its Groups

San Francisco 1967 Holden-Day. octavo. , 288pp. , index, hardcover. high-quality in VG DJ, a couple of small closed tears.

Extra resources for Comparative studies of diffraction processes in the Geometrical Theory of Diffraction

Sample text

4. I. Tor~ r (r § h (X A and the identifications Y). I. ~, are natural in X,Y. 1. Let X, be a ~rojective : EI(X,;h in the case that interests us. @o complex, ) @ EI(Y,;h h Y, ~ % complex. Then the pairing ) + EI(X . ;h ) is an isomorphism. Proof If X. is projective, SmXp/X_+ip = SZp is a Kunneth space for all p. 2. < : h (smx /X +l ) @ P P h is an isomorphism. ;h ), au@mented by c, e" over ~*(X), in w D. ;h ~*(Y) respectively; and the discussion which precedes it they are actually resolutions.

Puppe, The classification of G-spaces, Mem. Amer. _Math. Soc. 36 (1960). The cohomology of classifying spaces of Hspaces, Bull. Amer. Math. Soc. 71 (1965), 872-5. Equivariant K-theory, publ. Math. I H E S 34 (1968), 129-151. Lectures on the Eilenberg--Moore spectral sequence, Lecture Notes in Mathematics No. 134, Springer, 1970. A convenient category of topological spaces, Mich. Math. J. 14 (1967), 133-152. Faserbundel mit Gruppenoperatlon, Arch. Math 2O (1969), 136-143. Bordism of G-manifolds and integrallty theorems.

Ii. Eilenberg, and R. Lashof, 12. 13. E. Dyer, L. Hodgkin, 14. M. James, 15. S. MacLane, 15a. 16. J. Milnor, 17. The K-theory of Eilenberg-MacLane complexes, To o _ ~ 7 (1968), 317-329. Characters and cohomology of finite groups, Publ. Math. I H E S 9 (1961), 23-64. Vector bundles and the Kunneth formula, ToDolo~ i (1962), 245-248. K-theory, Benjamin, 1967. On H-spaces and infinite loop spaces. Category Theory, Homology Theory and their Applications III, Lecture Note~ in Mathematics no. 99, Springer, 1969.

Download PDF sample

Rated 4.53 of 5 – based on 11 votes