2001, ISBN: 3540430636

[EAN: 9783540430636], Neubuch, [PU: Springer-Verlag Berlin and Heidelberg GmbH & Co. KG, Germany, Berlin], CHRISTIAN S. CALUDE MULTISET PROCESSING MATHEMATICAL COMPUTER SCIENCE AND MOLECU… More...

[EAN: 9783540430636], Neubuch, [PU: Springer-Verlag Berlin and Heidelberg GmbH & Co. KG, Germany, Berlin], CHRISTIAN S. CALUDE MULTISET PROCESSING MATHEMATICAL COMPUTER SCIENCE AND MOLECULAR COMPUTING POINTS OF VIEW 2235 LECTURE NOTES IN, Themultiset (a set with multiplicities associated with its elements, in the form of natural numbers) is a notion which has appeared again and again in many areas of mathematics and computer science, sometimes called abag (some h- torical information appears in the enclosed paper by A. Syropoulos). As a data structure, this notion stands in-betweenstrings/lists, where a linear ordering of symbols/items is present, andsets, where no ordering and no multiplicity is considered;inamultiset,onlythemultiplicityofelementsmatters,nottheir ordering. Actually, in between lists and multisets we also havepomsets, partially ordered multisets. Con?ning ourselves to computer science, we may mention many areas where multisets are used: formal power series, Petri nets, data bases, logics, formal language theory (in relation with Parikh mapping, commutative grammars, etc), concurrency, and so on. In the last few years, the notion has occurred in a rather natural way in the molecular computing area. An aqueous solution of chemical compounds, swimming together in a given space, without any given spatial relation between individual elements, is just a multiset. Actually, this chemical metaphor was used several years before the occurrence of what is now called molecular computing, as the basic ingredient of the Gamma language and the Chemical Abstract Machine (a comprehensive survey of these ideas is provided by J. -P. Ban atre, P. Fradet, D. Le Metayer). This is a Brand New book, in perfect condition. Quick dispatch., Books<

2014, ISBN: 9783540430636

[ED: Taschenbuch], [PU: Springer Berlin Heidelberg], Neuware - Themultiset (a set with multiplicities associated with its elements, in the form of natural numbers) is a notion which has a… More...

[ED: Taschenbuch], [PU: Springer Berlin Heidelberg], Neuware - Themultiset (a set with multiplicities associated with its elements, in the form of natural numbers) is a notion which has appeared again and again in many areas of mathematics and computer science, sometimes called abag (some h- torical information appears in the enclosed paper by A. Syropoulos). As a data structure, this notion stands in-between strings/lists, where a linear ordering of symbols/items is present, andsets, where no ordering and no multiplicity is consideredinamultiset,onlythemultiplicityofelementsmatters,nottheir ordering. Actually, in between lists and multisets we also havepomsets, partially ordered multisets. Con ning ourselves to computer science, we may mention many areas where multisets are used: formal power series, Petri nets, data bases, logics, formal language theory (in relation with Parikh mapping, commutative grammars, etc), concurrency, and so on. In the last few years, the notion has occurred in a rather natural way in the molecular computing area. An aqueous solution of chemical compounds, swimming together in a given space, without any given spatial relation between individual elements, is just a multiset. Actually, this chemical metaphor was used several years before the occurrence of what is now called molecular computing, as the basic ingredient of the Gamma language and the Chemical Abstract Machine (a comprehensive survey of these ideas is provided by J. -P. Ban atre, P. Fradet, D. Le Metayer).- Besorgungstitel - vorauss. Lieferzeit 3-5 Tage., DE, [SC: 2.70], Neuware, gewerbliches Angebot, 235x155x20 mm, 372, [GW: 563g], Banküberweisung, Offene Rechnung, Kreditkarte, PayPal, Offene Rechnung (Vorkasse vorbehalten), Internationaler Versand<

ISBN: 9783540430636

Themultiset (a set with multiplicities associated with its elements, in the form of natural numbers) is a notion which has appeared again and again in many areas of mathematics and comput… More...

Themultiset (a set with multiplicities associated with its elements, in the form of natural numbers) is a notion which has appeared again and again in many areas of mathematics and computer science, sometimes called abag (some h- torical information appears in the enclosed paper by A. Syropoulos). As a data structure, this notion stands in-between strings/lists, where a linear ordering of symbols/items is present, andsets, where no ordering and no multiplicity is considered;inamultiset,onlythemultiplicityofelementsmatters,nottheir ordering. Actually, in between lists and multisets we also havepomsets, partially ordered multisets. Con?ning ourselves to computer science, we may mention many areas where multisets are used: formal power series, Petri nets, data bases, logics, formal language theory (in relation with Parikh mapping, commutative grammars, etc), concurrency, and so on. In the last few years, the notion has occurred in a rather natural way in the molecular computing area. An aqueous solution of chemical compounds, swimming together in a given space, without any given spatial relation between individual elements, is just a multiset. Actually, this chemical metaphor was used several years before the occurrence of what is now called molecular computing, as the basic ingredient of the Gamma language and the Chemical Abstract Machine (a comprehensive survey of these ideas is provided by J. -P. Ban atre, P. Fradet, D. Le Metayer). Bücher > Fremdsprachige Bücher > Englische Bücher 235 x 155 x 20 mm , Springer Berlin, Taschenbuch, Springer Berlin<

ISBN: 9783540430636

Themultiset (a set with multiplicities associated with its elements, in the form of natural numbers) is a notion which has appeared again and again in many areas of mathematics and comput… More...

Themultiset (a set with multiplicities associated with its elements, in the form of natural numbers) is a notion which has appeared again and again in many areas of mathematics and computer science, sometimes called abag (some h- torical information appears in the enclosed paper by A. Syropoulos). As a data structure, this notion stands in-between strings/lists, where a linear ordering of symbols/items is present, andsets, where no ordering and no multiplicity is considered;inamultiset,onlythemultiplicityofelementsmatters,nottheir ordering. Actually, in between lists and multisets we also havepomsets, partially ordered multisets. Con?ning ourselves to computer science, we may mention many areas where multisets are used: formal power series, Petri nets, data bases, logics, formal language theory (in relation with Parikh mapping, commutative grammars, etc), concurrency, and so on. In the last few years, the notion has occurred in a rather natural way in the molecular computing area. An aqueous solution of chemical compounds, swimming together in a given space, without any given spatial relation between individual elements, is just a multiset. Actually, this chemical metaphor was used several years before the occurrence of what is now called molecular computing, as the basic ingredient of the Gamma language and the Chemical Abstract Machine (a comprehensive survey of these ideas is provided by J. -P. Ban atre, P. Fradet, D. Le Metayer). Bücher > Fremdsprachige Bücher > Englische Bücher 235 x 155 x 20 mm , Springer Berlin, Cristian S. Calude & Gheorghe Paun & Grzegorz Rozenberg, Springer Berlin, an S<

2001, ISBN: 3540430636

2001 Kartoniert / Broschiert EDV / Theorie / Programmieren / Datenstrukturen, Programmieren (EDV), Informationstheorie, Mathematische Grundlagen, DV-gestützte Biologie/Bioinformatik, Al… More...

2001 Kartoniert / Broschiert EDV / Theorie / Programmieren / Datenstrukturen, Programmieren (EDV), Informationstheorie, Mathematische Grundlagen, DV-gestützte Biologie/Bioinformatik, Algorithmen und Datenstrukturen, Datenbanken, Theoretische Informatik, DNAcomputing; databases; formallanguages; FormalPowerSystems; GrammarSystems; Lists; Logics; MultisetProcessing; PartiallyOrderedMultisets; automata; Database; settheory; sets; datastructures; multisets; MolecularComputing, mit Schutzumschlag 11, [PU:Springer Berlin Heidelberg; Springer Berlin]<