Precise bounds for presburger arithmetic and the reals with addition: Preliminary report ; Article #: ; Date of Conference: 31 October 1977 - 02 November 1977.

Mo works by guessing assignments to the variables in yI, substituting these values, simplifying the resulting expression and then consulting.

Precise bounds for presburger arithmetic and the reals with addition: Preliminary report. 1977, pp. 95-99,. DOI Bookmark: 10.1109/SFCS.1977.23. Keywords.

Precise bounds for Presburger Arithmetic and the reals with addition: Preliminary report. Proc. 18th Annual Symposium on Foundations of Computer Science ...

[11]: Leonard Berman: Precise Bounds for Presburger Arithmetic and the Reals with Addition: Preliminary Report. FOCS 1977: 95-99; [12]: Leonard Berman: The ...

Precise bounds for presburger arithmetic and the reals with addition: Preliminary report pp. 95-99. Recursion theoretic characterizations of complexity ...

Precise bounds for Presburger Arithmetic and the reals with addition: Preliminary report ... A 222pn upper bound on the complexity of Presburger Arithmetic.

Oct 6, 2023 · [1] Leonard Berman: Precise bounds for presburger arithmetic and the reals with addition: Preliminary report, Proc. 18th FOCS, IEEE, 1977 ...

L. Berman, Precise bounds for presburger arithmetic and the reals with addition: Preliminary report, 18th Annual Symposium on Foundations of Computer Science ( ...

Jun 4, 2008 · This article presents detailed implementations of quantifier elimination for both integer and real linear arithmetic for theorem provers.