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By Gert H. Müller, Andreas R. Blass (eds.)

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0-Classification Scheme Andreas R. Blass Peter G. Hinman The classification scheme used for the n- Bibliography is a modified version of the section "03: Mathematical Logic and Foundations" of the 1985 Mathematics Subject Classification of Mathematical Reviews and Zentralblatt for Mathematik und ihre Grenzgebiete. For the sake of uniformity we have labeled all sections with a letter followed by a two-digit number; the prefix 03 is superfluous and therefore omitted. This decision has led to the creation of new sections to replace 03-01 through 03-06 (cf.

See D03, DOS, D10, D30, D40, orD80 040 Word problems, etc. , regressiveness and immuneness 055 Hierarchies + Arithmetical, Borel, analytical, projective, etc. hierarchies Descriptive Set Theory in which hierarchical questions are not central: see E1S Hierarchies of definability in set theory: see E47 Incidental use of hierarchies outside recursion theory Subrecursive hierarchies: see D1S and D20 XLVI Q-Ciassification Scheme 060 Recursion theory on ordinals, admissible sets, etc. g. set derivatives, game sentences, etc.

J. On the existence of a -complete prime ideals in boolean algebras ~ EOS ESS GOS ~ MATE, A. Sierpinski (Russian summary) ~ EOS ~ MILNER, E. C. D. A. On better quasi-ordering transfinite sequences ~ EOS E07 ~ NEGREPONTIS, S. Extensions of continuous functions in {3D ~ EOS E75 ~ ZELINKA, B. D. & LAEUCHLI, H. A partition theorem ~ EOS E25 ~ KosnNSKY, A. Recent results on Jonsson algebras ~ COS CSS EOS ESS ~ MIRSKY, L. A. C. Descendingly incomplete ultrafilters ~ EOS ~ CuSIN, R. O. An intersection theorem of Erdoes and Rado ~ EOS ~ ERDOES, P.

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