The Experts below are selected from a list of 42189 Experts worldwide ranked by ideXlab platform
Giuseppe A Di Lucca - One of the best experts on this subject based on the ideXlab platform.
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conan a tool for the identification of crosscutting concerns in object oriented systems based on Type Hierarchy analysis
Working Conference on Reverse Engineering, 2009Co-Authors: Mario Luca Bernardi, Giuseppe A Di LuccaAbstract:In Object Oriented systems the analysis of Type Hierarchies allows to identify class members that are scattered and tangled along each Hierarchy, thus contributing to the implementation of static crosscutting concerns. This paper presents ConAn: a tool to automatically analyze the Type Hierarchies in an existing system and to identify the Type Fragments (i.e. a portion of a Type in terms of its members and relationships) implementing static crosscutting concerns. The structural information about the Type Fragments composing each concern and the crosscutting relationships among them are useful to drive their re-engineering towards Aspects.
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WCRE - ConAn: A Tool for the Identification of Crosscutting Concerns in Object Oriented Systems Based on Type Hierarchy Analysis
2009 16th Working Conference on Reverse Engineering, 2009Co-Authors: Mario Luca Bernardi, Giuseppe A Di LuccaAbstract:In Object Oriented systems the analysis of Type Hierarchies allows to identify class members that are scattered and tangled along each Hierarchy, thus contributing to the implementation of static crosscutting concerns. This paper presents ConAn: a tool to automatically analyze the Type Hierarchies in an existing system and to identify the Type Fragments (i.e. a portion of a Type in terms of its members and relationships) implementing static crosscutting concerns. The structural information about the Type Fragments composing each concern and the crosscutting relationships among them are useful to drive their re-engineering towards Aspects.
Mario Luca Bernardi - One of the best experts on this subject based on the ideXlab platform.
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conan a tool for the identification of crosscutting concerns in object oriented systems based on Type Hierarchy analysis
Working Conference on Reverse Engineering, 2009Co-Authors: Mario Luca Bernardi, Giuseppe A Di LuccaAbstract:In Object Oriented systems the analysis of Type Hierarchies allows to identify class members that are scattered and tangled along each Hierarchy, thus contributing to the implementation of static crosscutting concerns. This paper presents ConAn: a tool to automatically analyze the Type Hierarchies in an existing system and to identify the Type Fragments (i.e. a portion of a Type in terms of its members and relationships) implementing static crosscutting concerns. The structural information about the Type Fragments composing each concern and the crosscutting relationships among them are useful to drive their re-engineering towards Aspects.
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WCRE - ConAn: A Tool for the Identification of Crosscutting Concerns in Object Oriented Systems Based on Type Hierarchy Analysis
2009 16th Working Conference on Reverse Engineering, 2009Co-Authors: Mario Luca Bernardi, Giuseppe A Di LuccaAbstract:In Object Oriented systems the analysis of Type Hierarchies allows to identify class members that are scattered and tangled along each Hierarchy, thus contributing to the implementation of static crosscutting concerns. This paper presents ConAn: a tool to automatically analyze the Type Hierarchies in an existing system and to identify the Type Fragments (i.e. a portion of a Type in terms of its members and relationships) implementing static crosscutting concerns. The structural information about the Type Fragments composing each concern and the crosscutting relationships among them are useful to drive their re-engineering towards Aspects.
Livio Pizzocchero - One of the best experts on this subject based on the ideXlab platform.
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On the biHamiltonian structure of the supersymmetric KdV hierarchies. A Lie superalgebraic approach
Communications in Mathematical Physics, 1993Co-Authors: Carlo Morosi, Livio PizzoccheroAbstract:We give a Lie superalgebraic interpretation of the biHamiltonian structure of known supersymmetric KdV equations. We show that the loop algebra of a Lie superalgebra carries a natural Poisson pencil, and we subsequently deduce the biHamiltonian structure of the supersymmetric KdV hierarchies by applying to loop superalgebras an appropriate reduction technique. This construction can be regarded as a superextension of the Drinfeld-Sokolov method for building a KdV-Type Hierarchy from a simple Lie algebra.
Tony Veale - One of the best experts on this subject based on the ideXlab platform.
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An analogy-oriented Type Hierarchy for linguistic creativity
Knowledge-Based Systems, 2006Co-Authors: Tony VealeAbstract:Metaphor and analogy are perhaps the most challenging aspects of linguistic creativity for a conceptual representation to facilitate, since by their very nature they seek to stretch the boundaries of domain description and dynamically establish new ways of determining inter-domain similarity. By solving the vexing representational problems posed by these phenomena, we can create a more fluid conceptual organization that is more suited to creative processing in general. Toward this end, this paper considers the problem of how a conceptual system structured around a central taxonomy can dynamically create new categories or Types to understand creative metaphors and analogies. We demonstrate that the conventional wisdom regarding metaphor and analogy - that such processes are creative because clever word-play is indicative of an underlying mental agility and suppleness of conceptual structure - also withstands theoretical scrutiny when considered from the perspective of current creativity research.
Carlo Morosi - One of the best experts on this subject based on the ideXlab platform.
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On the biHamiltonian structure of the supersymmetric KdV hierarchies. A Lie superalgebraic approach
Communications in Mathematical Physics, 1993Co-Authors: Carlo Morosi, Livio PizzoccheroAbstract:We give a Lie superalgebraic interpretation of the biHamiltonian structure of known supersymmetric KdV equations. We show that the loop algebra of a Lie superalgebra carries a natural Poisson pencil, and we subsequently deduce the biHamiltonian structure of the supersymmetric KdV hierarchies by applying to loop superalgebras an appropriate reduction technique. This construction can be regarded as a superextension of the Drinfeld-Sokolov method for building a KdV-Type Hierarchy from a simple Lie algebra.
