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Optimal component configuration and component routing
IEEE Transactions on Mobile Computing, 2002Code mobility and mobile agents have received a lot of attention as a paradigm based on which distributed applications can be built. There has been little work however on the mathematical modeling of component mobility. In this direction, we present and analyze three optimization models for component mobility.
Ioannis C. Avramopoulos +1 more
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Component metrics to measure component quality
Proceedings Eighth Asia-Pacific Software Engineering Conference, 2005Recently, component-based software development is getting accepted in industry as a new effective software development paradigm. Since the introduction of component-based software engineering (CBSE) in later 90's, the CBSD research has focused largely on component modeling, methodology, architecture and component platform.
Eun Sook Cho, Min Sun Kim, Soo Dong Kim
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Building component frameworks with component pascal
Proceedings Technology of Object-Oriented Languages and Systems. TOOLS 38, 2005In this tutorial, attendees will learn how to architect safely extensible component systems. The tutorial introduces to the concepts of component-oriented programming before presenting and explaining compound documents as an application example of extensible component systems. Creation of an add-on component to this system will be demonstrated. Finally,
Cuno Pfister, Wolfgang Weck
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Composing Distributed Components with the Component Workbench
2002Although software components have gained importance, support for the composition of distributed components is still limited. Worse, if components implemented for different component models need to interact with each other, the composition process becomes a nightmare.
Johann Oberleitner, Thomas Gschwind
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2005
The operational definition of observational congruence in CCS and ACP can be split into two parts: one, the definition of an observational semantics (ie abstraction); and two, the definition of a strong congruence. In both cases this “separation of concerns” has been applied with abstraction that is implicitly “fair”.
Steve Reeves, David Streader
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The operational definition of observational congruence in CCS and ACP can be split into two parts: one, the definition of an observational semantics (ie abstraction); and two, the definition of a strong congruence. In both cases this “separation of concerns” has been applied with abstraction that is implicitly “fair”.
Steve Reeves, David Streader
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An overview of components and component-based development
2002Abstract Components and component-based development are important technology advances in use by many organizations around the world. This chapter examines the main concepts and current practices involving these technologies. In particular, the chapter offers an analysis of the current state of componentbased development as practiced and supported in ...
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Annals of the History of Computing, 1983
Because this issue of the Annals focuses on the SAGE system, the following excerpt from Christopher Evans's 1975 interview with Jay W. Forrester is timely. Editor's Note: Jay Forrester is one of the great pioneers of the computer business: director of Digital Computer Laboratory at MIT, builder of Whirlwind, inventor of core memory, and chief engineer ...
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Because this issue of the Annals focuses on the SAGE system, the following excerpt from Christopher Evans's 1975 interview with Jay W. Forrester is timely. Editor's Note: Jay Forrester is one of the great pioneers of the computer business: director of Digital Computer Laboratory at MIT, builder of Whirlwind, inventor of core memory, and chief engineer ...
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Oecologia, 1975
The information theory measure H'=-∑[p i log p i ] is partitioned into components to allow evaluation of various contributions to total divesity. If, a species collection is sampled at several microhabitats within each of several sites, we may ask whether the niche breadth of a particular species, and the diversity of the entire collection, are greater
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The information theory measure H'=-∑[p i log p i ] is partitioned into components to allow evaluation of various contributions to total divesity. If, a species collection is sampled at several microhabitats within each of several sites, we may ask whether the niche breadth of a particular species, and the diversity of the entire collection, are greater
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Proceedings of the London Mathematical Society, 1987
The author calls a set H of nonnegative integers an essential component if ḏ(A\(+H)>\underline d(A)\) for any set A with ḏ(A)\(0\), essential components satisfying \(H(x)=O(\log^{1+\epsilon} x)\). Furthermore, it is shown that, for any essential component H, there exist numbers \(c>0\) and \(x_ 0\) such that \(H(x)>\log^{1+\epsilon} x\), \(\forall x>x_
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The author calls a set H of nonnegative integers an essential component if ḏ(A\(+H)>\underline d(A)\) for any set A with ḏ(A)\(0\), essential components satisfying \(H(x)=O(\log^{1+\epsilon} x)\). Furthermore, it is shown that, for any essential component H, there exist numbers \(c>0\) and \(x_ 0\) such that \(H(x)>\log^{1+\epsilon} x\), \(\forall x>x_
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