References
[B] Baumgartner, J.: Almost disjoint sets, the dense set problem and partition calculus. Arch. Math. Logic (Now APAL),9, 401–409 (1976)
[Gi1] Gitik, M.: The negation of SCH fromo(κ)=κ, ++. Ann. Pure Appl. Logic (1989)
[Gi2] Gitik, M.:o(κ)=κ, ++ in Mitchel's inner model ifμ <κ ⇒μ cfκ <κ,pp(κ) >κ +
[GHS] Gerlits, J., Hajnal, A., Szentmiklossy, Z.: On the cardinality of certain Hausdorff spaces. Frolik Memorial Volume
[Mi] Mitchel: The core model for sequences of measures I. Math. Proc. Camb. Philos. Soc.,95, 229–260 (1984)
[Mg1] Magidor, M.: The singular cardinal hypothesis. I. On the singular cardinal problem. II. Arch. Math. Logic106, 517–547 (1977)
[Sh-b] Shelah, S.: Proper forcing. Lect. Notes Math.940, 496 (1982)
[Sh-g] Shelah, S.: Cardinal arithmetic, Oxford University Press (to appear)
[BoSh210] Bonnet, R., Shelah, S.: Narrow Boolean algebras. Ann. Pure Appl. Logic28, 1–12 (1985)
[Sh345a] Shelah, S.: Basic: cofinalities of small reduced products, Chap. I, Cardinal arithmetic, Oxford University Press, in press
[Sh345b] Shelah, S.: Entangled orders and narrow Boolean algebras. Appendix 2, Cardinal arithmetic, Oxford University Press, in press
[Sh355] Shelah, S.: ℵ ω+1 has a Johnson algebra. Chap. II, Cardinal arithmetic, Oxford University Press, in press
[Sh371] Shelah, S.: Advanced: cofinalities of small reduced products, Chap. VIII, Cardinal arithmetic, Oxford University Press, in press
[Sh400] Shelah, S.: Cardinal arithmetic. Chap. IX of [Sh-g], Cardinal arithmetic, Oxford University Press, in press
[Sh420] Shelah, S.: Advances in cardinal arithmetic. Proceeding of the Bauff Conference in Alberta, April 1991. London, New York: Kluwer Academic Publishers (to appear)
[Sh430] Shelah, S.: Further cardinal arithmetic. Isr. J. Math. (to appear)
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Done 1990. Partially supported by the Basic Research Fund, Israel Academy of Science. I thank Alice Leonhardt for the beautiful typing Publ. 410
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Shelah, S. More on cardinal arithmetic. Arch Math Logic 32, 399–428 (1993). https://doi.org/10.1007/BF01270465
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DOI: https://doi.org/10.1007/BF01270465