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REFERENCES
Note: OCR errors may be found in this Reference List extracted from the full text article. ACM has opted to expose the complete List rather than only correct and linked references.
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LANKFORD, D S. Canomcal algebraic slmphficatlon m computaUonal logic Tech. Rep, Mathemaucs Dep, Unlv of Texas, Austin, Texas, May 1975
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LANKFORD, D S Canonical reference Tech. Rep., Mathemaucs Dep., Umv of Texas, Austin, Texas, Dec. 1975
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LANKFORD, D S A umficatlon algorithm for Abehan group theory Tech Rep., Mathematics Dep, Lomslana Tech Umv, Ruston, La, January 1979.
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LANKFORD, D.S On proving term rewriting systems are noethenan. Tech Pep., Mathematics Dep, Louisiana Tech Umv, Ruston, La., May 1979
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LANKFORD, D.S, AND BALLANTYNE, A.M. Decision procedures for simple equational theories wRh a commutative axiom. Complete sets of commutative reductions Tech Rep., Mathematics Dep., Univ. of Texas, Austin, Texas, March 1977
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LANK_FORD, D.S, AND BALLANTYNE, A M Decision procedures for simple equational theories with permutattve axioms: Complete sets of permutative reductions. Tech Rep, Mathematics Dep., Univ of Texas, Austin, Texas, April 1977
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LANKFORD, D S, AND BALLANTYNE, A.M.Decision procedures for simple equational theories with commutatwe-associative axioms. Complete sets of commutative-associative reductions. Tech. Rep, Mathematics Dep., Umv. of Texas, Austin, Texas, Aug 1977
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LIVESEY, M., AND SIEKMANN, J Termination and decidability results for string-unification Memo CSM-12, Essex Univ. Computing Center, Colchester, Essex, England, Aug. 1975.
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LIVESEY, M, AND SIEKMANN, J.Umficatlon of A+C-terms (bags) and A+C+l-terms (sets) Interner Bencht Nr 5/76, lnstitut fur Informatik I, Umversltat Karlsruhe, Karlsruhe, W. Germany, 1976
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NEWMAN, M.H.A On theories w~th a combinatorial defmmon of "equivalence." Ann. Math 43 (1942), 223-243.
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PLOTKIN, G.D.Buddmg-m equational theories. Machine intelhgence 7, B. Meltzer and D Mlchle, Eds., Halsted Press, 1972, pp. 73-90.
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QUINE, W.V.The problem of stmphfymg truth funcnons Am. Math Monthly 59, 8 (Oct. 1952), 521-531
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SIEKMANN, J Stnng-umfication, part I Essex University, Colchester, Essex, England, March 1975
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SIEKMANN,T-umficatton, part i Umficatton of commutative terms. Interner Bencht Nr 4/76, Instttut fur Informatik I, Umvers~tat Karlsruhe, Karlsruhe, W Germany, 1976
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STICK.EL, M.E. A complete umficatlon algorithm for associative-commutative funct,ons. Advance Papers 4th Int. Jomt Conf on Amficlal Intelhgence, Tbihsi, U.S.S.R., 1975, pp. 71-76 To appear in J ACM.
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MAKANIN, G.S.The problem of solvability of equations in a free semigroup. Soviet Akad. Nauk SSSR 233, 2 (1977).
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Nachum Dershowitz , Jien Hsiang , N. Alan Josephson , David A. Plaisted, Associative-commutative rewriting, Proceedings of the Eighth international joint conference on Artificial intelligence, p.940-944, August 08-12, 1983, Karlsruhe, West Germany
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K. Blasius , N. Fisinger , J. Siekmann , G. Smolka , A. Herold , C. Walther, The Markgraf Karl refutation procedure, Proceedings of the 7th international joint conference on Artificial intelligence, p.511-518, August 24-28, 1981, Vancouver, BC, Canada
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