Weak monadic second order theory of succesor is not elementary-recursive

Author:

Meyer Albert R.

Publisher

Springer Berlin Heidelberg

Reference16 articles.

1. Blum, M. A machine-independent theory of the complexity of recursive functions, Jour. Assoc. Comp. Mach., 14, 2 (April, 1967), 322–336.

2. Blum, M. On effective procedures for speeding up algorithms, Jour. Assoc. Comp. Mach., 18, 2 (April, 1971), 290–305.

3. Büchi, J.R. and C.C. Elgot, Decision problems of weak second order arithmetics and finite automata, Part I, (abstract), AMS Notices, 5 (1959), 834.

4. Büchi, J.R. Weak second order arithmetic and finite automata, Zeit. f. Math. Log. and Grund. der Math., 6 (1960), 66–92.

5. Cooper, D.C. Theorem-proving in arithmetic without multiplication, Computer and Logic Group Memo. No. 16, U.C. of Swansea, April, 1972, to appear in Machine Intelligence 7.

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