Home Literature • Download e-book for iPad: A Guide to the Literature on Semirings and their by Kazimierz Głazek (auth.)

Download e-book for iPad: A Guide to the Literature on Semirings and their by Kazimierz Głazek (auth.)

By Kazimierz Głazek (auth.)

This quantity provides a quick consultant to the huge literature touching on semir­ ings besides a whole bibliography. The literature has been created over a long time, in number of languages, by means of authors representing varied faculties of arithmetic and dealing in quite a few comparable fields. mostly the terminology used isn't common, which additional compounds the trouble of finding pertinent resources even during this age of the net and digital dis­ semination of study effects. to this point there was no unmarried reference which may advisor the student or scholar to the proper courses. This ebook is an try to fill this hole. My curiosity within the idea of semirings all started within the early sixties, while to­ gether with Bogdan W ~glorz i attempted to enquire a few algebraic features of compactifications of topological areas, semirings of semicontinuous services, and the overall excellent conception for unique semirings. (Unfortunately, neighborhood alge­ braists in Poland instructed me at the moment that there has been not anything fascinating in investigating semiring concept simply because ring thought was once nonetheless being developed). in spite of the fact that, it slow later we turned conscious of a few related investigations hav­ ing already been performed. the idea of semirings has remained "my old flame" ever due to the fact, and i've been attracted to the implications during this box which were showing in literature (even even though i have never been energetic during this region myself).

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Additional resources for A Guide to the Literature on Semirings and their Applications in Mathematics and Information Sciences: With Complete Bibliography

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G. -J. -Z. -G. -Z. -R. -Z. -D. -M. -B. J. Ch. B. Wang & X. Zhang [1998], and X. -G. Cao [1999J. L. Bloom & Z. B. Benson & 1. L. L. Bloom & Z. L. Bloom, N. C. E. C. C. L. Bloom & R. Tindell [1978], B. G. Manes [1989]' Gh. ~tefanescu [1987a], [1987b], D. Troeger [1981]' [1982]' and W. Wechler [1988a], [1988b], [1989J. L. C. L. C. B. L. Bloom & Z. L. Bloom, Z. Esik, A. G. L. Bloom, Z. Esik & D. E. C. Elgot [1971]' [1975], Z. Esik [1980], [1981]' [1982]' [1983], [1985], [1988], [1990], [1997]' [1999a], [1999b], [2000a]' [2000b], Z.

Viot [1983], [1985]' G. Cohen, P. -P. Quadrat & M. J. Colbourn [1987], R. Cruon & P. A. A. F. A. J. B. C. Derniame & C. Pair [1971], F. Drewes [1995], A. Dolan & J. I. N. G. Fletcher [1980], R. L. Fox [1973a], L. Fratta & U. M. E. Furman [1970]' G. Gallo & S. Pallottino [1982]' [1986], [1988], S. Gaubert [1990]' [1994a], [1995a], H. L. Miller [1988], B. Giffier [1963], [1968], [1973], B. L. Thompson [1960], M. Gondran [1975a], [1975b], [1975c], [1975d]' [1976a], [1976b], [1979a], [1979b], [1980], M.

Cho [1998], C. Damm, K-H. W. Roush [1999], A. Di Nola & S. J. R. E. A. J. Pullman [1983], H. S. D. R. S. S. J. G. J. -Z. Song [1994a], A. B. Kim [1984]' K-H. Kim [1979], K-H. W. Roush [1977], [1979a], [1981a], [1981c], [1981d]' [1986]' [1992], KH. W. Roush & G. -H. W. Roush & W. Schonfeld [1977], S. J. Pullman [1992]' D. Krob [1990], S. D. G. E. Rutherford [1963a], [1964a], [1964b], S. A. -Z. -Z. -G. Lee [1995], S. Warshall [1962]' Linear Algebra over Semirings 39 and M. Yoeli [1961]. It is worth adding that results of S.

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