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Elsevier. 173. Problem-oriented verification system and its application to linear algebra programs. V.A. Nepomniaschy and A.A. Sulimov. Institute qf I~formatics S~~.stems, Russim Acadm~~~ of Sciences, 6 Acad. Luwmrier pr., 630090. Norosibirsk, Russiu. Abstract. Nepomniaschy,. V.A. and A.A. Sulimov, Problem-oriented.
Algebra. A1. Determine all functions f : R. R such that the equality. fФЦx?yХ fФxХЦfФyХЧ. (1) holds for all x, y И R. Here, by Цx? we denote the greatest integer SsФT ? SХ ФS TХФce asХ. SsФT ? SХ ФS TХ. ? s2. 4. ФS ? sХs. ? s. ?. 2ST ?. 3. 4. ФS TХs. ? . Using this inequality together with the AM–GM inequality we get. 3. 4.
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On the other hand, for many non- compact semi-algebraic sets (for instance, sets containing a cone of dimension algebraic sets Kf (see Corollary 9 and Example 4) such that property (SMP) holds for each defining sequence Let us recall the definition of a ?-representation (see [S2] for more de- tails). Let A be a complex
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