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Abstract: This paper is an attempt to summarize most things that are related to multiset theory. We begin by describing multisets and the operations between them. Then we present hybrid sets and their operations. We continue with a categorical approach to multisets. Next, we present fuzzy multisets and their operations. Finally, we present partially ordered multisets. 1 (Update)
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BibTeX entry: (Update)
@misc{ civil-mathematics,
author = "Department Of Civil",
title = "Mathematics of Multisets Apostolos Syropoulos",
url = "citeseer.ist.psu.edu/698701.html" }
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216 volume 2: Seminumerical Algorithms (context) - Knuth, of - 1981
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12 Theory and Applications of Categories (context) - Barr, construction - 1996
8 Number 752 in Lecture Notes in Mathematics (context) - Barr, Categories - 1979
3 Sets with a Negative Number of Elements (context) - Loeb - 1992
3 General Systems (context) - Yager, theory et al. - 1986
2 The Development of Multiset Theory (context) - Blizard - 1991
2 Fuzzy multisets and application to rough approximation of fu.. (context) - Miyamoto - 1996
1 Modellin Concurrenct with Partial Orders (context) - Pratt - 1986
1 Theoretical Computer Science (context) - Blizard, function - 1993
1 Multisets as Chu Spaces (context) - Syropoulos - 2001
1 Two images and two cuts in fuzzy multisets (context) - Miyamoto - 1999
1 Logik und Grundlagen d (context) - Monro, of et al. - 1987
1 Partial Orders and the Axiomatic Theory of Shu#e (context) - Gischer - 1984
Documents on the same site (http://obelix.ee.duth.gr/gmcg/Papers/index.html):
A Distributed Simulation of P Systems - Apostolos Syropoulos Eleftherios (Correct)
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