Intercellular transfer of gamma-1 and gamma-2 Forssman hemolysins.

7a-set and let G = R E} be the Hahn group" with real coefficients and "exponents" in E: i.e., let G be the set of all mappings g of E into R whose support, s(g), is either empty or an anti-well-ordered subset of E, where the addition is point-wise addition and the order is lexicographic. Let Ga = 9g e G: Is(g) <Ka}. Let Eo C E and let H = Ig EG:g(e) e Z if e EEo}. Finally, let Ha = H n Ga. Then G, Ga, H, and Ha satisfy conditions (i), (ii), and (iii) and hence are fla-sets. Assume that |Ej = Na. Then |Gal = |Hal = Ha. To conclude, let F be the set of formal power series with coefficients in R and exponents in Ga whose supports are of power less than a. Then F is a real-closed field that is an na-set of power Na. 1