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ABSTRACT This document presents the results achieved in the framework of the Italian research pro... more ABSTRACT This document presents the results achieved in the framework of the Italian research project "Algorithms, Computation Models and Information Structures," supported by the Italian Ministry of University and of Scientific and Technologic Research (MURST) in the three years 1991--1993. Fifteen partners from thirteen Italian universities participated with the project. UNIVERSITY DEPARTMENT PRINCIPAL INVESTIGATOR L'Aquila Pure and Applied Mathematics Umberto Nanni Milano Computer Science Giancarlo Mauri Milano-Politecnico Electronics and Information Francesco Maffioli Padova Electronics and Computer Science Gianfranco Bilardi Palermo Mathematics and Applications Antonio Restivo Perugia Mathematics Ferruccio Barsi Pisa Computer Science Fabrizio Luccio Roma "La Sapienza" Computer and System Sciences Giorgio Ausiello Roma "La Sapienza" Computer Science Daniel Pierre Bovet Roma "La Sapienza" Mathematics Aldo de Luca Roma "Tor Vergata" Mathematics Marco Protasi Salerno Computer Science and Applications Alfredo De Santis Siena Mathematics Elena Lodi Torino Computer Science Silvano Martello Trieste Electrical, Electronic and Computer Sciences Paolo Sipala The Project is coordinated by Giorgio Ausiello. Seven research areas have been investigated. Area 1 Foundations and complexity Area 2 Discrete optimization Area 3 Combinatorics on words, traces and codes Area 4 Parallel and distributed models of computing Area 5 Data structures Area 6 Computational learning and data compression Area 7 Cryptography In the rest of this document the results obtained by the project partners, within each single area, are briefly presented.
Calcolo, 1971
... e dalPaltro la capacit'~ di gestire l'elevatissimo numero di termini dei po... more ... e dalPaltro la capacit'~ di gestire l'elevatissimo numero di termini dei polinomi in esame e di eseguire anche passi di ... quella delle cosiddette espressioni razionali esponenziali del primo ordine; essa h definita assumendo come costanti i humeri razionali e Punit~ immaginaria, le ...
Calcolo, 1970
SOMMARIO : Quanto segue b una rassogna volta a puntualizzare lo state dells ricerehe nel oampo de... more SOMMARIO : Quanto segue b una rassogna volta a puntualizzare lo state dells ricerehe nel oampo della Complessit~ di Calcolo, svelte essenzialmente negli U. S. A. La rassegna esamina vari approeci allo studio della Complessith di Calcolo, la loro evoluzione e le loro interrelazioni. Particolare interesse ~ dedicato alla teoria assiomatica alla qualo b ltata dedicata la pih intensa attivit~ di ricerea negli anni 1967-1970.
Calcolo, 1971
... e dalPaltro la capacit'~ di gestire l'elevatissimo numero di termini dei po... more ... e dalPaltro la capacit'~ di gestire l'elevatissimo numero di termini dei polinomi in esame e di eseguire anche passi di ... quella delle cosiddette espressioni razionali esponenziali del primo ordine; essa h definita assumendo come costanti i humeri razionali e Punit~ immaginaria, le ...
Calcolo, 1970
SOMMARIO : Quanto segue b una rassogna volta a puntualizzare lo state dells ricerehe nel oampo de... more SOMMARIO : Quanto segue b una rassogna volta a puntualizzare lo state dells ricerehe nel oampo della Complessit~ di Calcolo, svelte essenzialmente negli U. S. A. La rassegna esamina vari approeci allo studio della Complessith di Calcolo, la loro evoluzione e le loro interrelazioni. Particolare interesse ~ dedicato alla teoria assiomatica alla qualo b ltata dedicata la pih intensa attivit~ di ricerea negli anni 1967-1970.
Ijfcs, 1990
ABSTRACT The concept of limiting approximation, formerly introduced by Gold for recursive functio... more ABSTRACT The concept of limiting approximation, formerly introduced by Gold for recursive functions, is applied to the polynomial level of complexity in order to determine meaningful characterizations of classes of functions and sets which are not (or which are not known to be) polynomially computable. In particular, characterizations of NP, PSPACE and other classes of elementary functions are provided in terms of limiting polynomial approximation. In addition trade-offs between the space required by the approximating functions and the rate of convergence of the approximation are shown.
Page 1. Economic Globalization & The Choice of Asia: Shanghai Forum 2005 Algorithmic research... more Page 1. Economic Globalization & The Choice of Asia: Shanghai Forum 2005 Algorithmic research for the 21st century Giorgio Ausiello and Luigi Laura University of Rome 'La Sapienza', Rome, Italy Introduction If we look retrospectively ...
Adbt, 1982
ABSTRACT In this chapter classes of acyclic hypergraphs associated with classes of relational dat... more ABSTRACT In this chapter classes of acyclic hypergraphs associated with classes of relational database schemata are investigated. Various concepts of minimal coverings over a given set of nodes are considered, their interpretation in terms of the relational model is given and their properties studied with respect to the acyclicity degree of the hypergraphs. Several results concerning the computational complexity of determining minimal coverings are provided.
Quaderni Di Matematica, May 9, 1979
Proceedings of the International Workshop on Graphtheoretic Concepts in Computer Science, Jun 15, 1980
In this paper the graph formalism for the representation of relational data base schemes is prese... more In this paper the graph formalism for the representation of relational data base schemes is presented.
ABSTRACT This document presents the results achieved in the framework of the Italian research pro... more ABSTRACT This document presents the results achieved in the framework of the Italian research project "Algorithms, Computation Models and Information Structures," supported by the Italian Ministry of University and of Scientific and Technologic Research (MURST) in the three years 1991--1993. Fifteen partners from thirteen Italian universities participated with the project. UNIVERSITY DEPARTMENT PRINCIPAL INVESTIGATOR L'Aquila Pure and Applied Mathematics Umberto Nanni Milano Computer Science Giancarlo Mauri Milano-Politecnico Electronics and Information Francesco Maffioli Padova Electronics and Computer Science Gianfranco Bilardi Palermo Mathematics and Applications Antonio Restivo Perugia Mathematics Ferruccio Barsi Pisa Computer Science Fabrizio Luccio Roma "La Sapienza" Computer and System Sciences Giorgio Ausiello Roma "La Sapienza" Computer Science Daniel Pierre Bovet Roma "La Sapienza" Mathematics Aldo de Luca Roma "Tor Vergata" Mathematics Marco Protasi Salerno Computer Science and Applications Alfredo De Santis Siena Mathematics Elena Lodi Torino Computer Science Silvano Martello Trieste Electrical, Electronic and Computer Sciences Paolo Sipala The Project is coordinated by Giorgio Ausiello. Seven research areas have been investigated. Area 1 Foundations and complexity Area 2 Discrete optimization Area 3 Combinatorics on words, traces and codes Area 4 Parallel and distributed models of computing Area 5 Data structures Area 6 Computational learning and data compression Area 7 Cryptography In the rest of this document the results obtained by the project partners, within each single area, are briefly presented.
Calcolo, 1971
... e dalPaltro la capacit'~ di gestire l'elevatissimo numero di termini dei po... more ... e dalPaltro la capacit'~ di gestire l'elevatissimo numero di termini dei polinomi in esame e di eseguire anche passi di ... quella delle cosiddette espressioni razionali esponenziali del primo ordine; essa h definita assumendo come costanti i humeri razionali e Punit~ immaginaria, le ...
Calcolo, 1970
SOMMARIO : Quanto segue b una rassogna volta a puntualizzare lo state dells ricerehe nel oampo de... more SOMMARIO : Quanto segue b una rassogna volta a puntualizzare lo state dells ricerehe nel oampo della Complessit~ di Calcolo, svelte essenzialmente negli U. S. A. La rassegna esamina vari approeci allo studio della Complessith di Calcolo, la loro evoluzione e le loro interrelazioni. Particolare interesse ~ dedicato alla teoria assiomatica alla qualo b ltata dedicata la pih intensa attivit~ di ricerea negli anni 1967-1970.
Calcolo, 1971
... e dalPaltro la capacit'~ di gestire l'elevatissimo numero di termini dei po... more ... e dalPaltro la capacit'~ di gestire l'elevatissimo numero di termini dei polinomi in esame e di eseguire anche passi di ... quella delle cosiddette espressioni razionali esponenziali del primo ordine; essa h definita assumendo come costanti i humeri razionali e Punit~ immaginaria, le ...
Calcolo, 1970
SOMMARIO : Quanto segue b una rassogna volta a puntualizzare lo state dells ricerehe nel oampo de... more SOMMARIO : Quanto segue b una rassogna volta a puntualizzare lo state dells ricerehe nel oampo della Complessit~ di Calcolo, svelte essenzialmente negli U. S. A. La rassegna esamina vari approeci allo studio della Complessith di Calcolo, la loro evoluzione e le loro interrelazioni. Particolare interesse ~ dedicato alla teoria assiomatica alla qualo b ltata dedicata la pih intensa attivit~ di ricerea negli anni 1967-1970.
Ijfcs, 1990
ABSTRACT The concept of limiting approximation, formerly introduced by Gold for recursive functio... more ABSTRACT The concept of limiting approximation, formerly introduced by Gold for recursive functions, is applied to the polynomial level of complexity in order to determine meaningful characterizations of classes of functions and sets which are not (or which are not known to be) polynomially computable. In particular, characterizations of NP, PSPACE and other classes of elementary functions are provided in terms of limiting polynomial approximation. In addition trade-offs between the space required by the approximating functions and the rate of convergence of the approximation are shown.
Page 1. Economic Globalization & The Choice of Asia: Shanghai Forum 2005 Algorithmic research... more Page 1. Economic Globalization & The Choice of Asia: Shanghai Forum 2005 Algorithmic research for the 21st century Giorgio Ausiello and Luigi Laura University of Rome 'La Sapienza', Rome, Italy Introduction If we look retrospectively ...
Adbt, 1982
ABSTRACT In this chapter classes of acyclic hypergraphs associated with classes of relational dat... more ABSTRACT In this chapter classes of acyclic hypergraphs associated with classes of relational database schemata are investigated. Various concepts of minimal coverings over a given set of nodes are considered, their interpretation in terms of the relational model is given and their properties studied with respect to the acyclicity degree of the hypergraphs. Several results concerning the computational complexity of determining minimal coverings are provided.
Quaderni Di Matematica, May 9, 1979
Proceedings of the International Workshop on Graphtheoretic Concepts in Computer Science, Jun 15, 1980
In this paper the graph formalism for the representation of relational data base schemes is prese... more In this paper the graph formalism for the representation of relational data base schemes is presented.