Results 231 to 240 of about 2,764 (264)
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A Generalization of the Least General Generalization
1994Abstract In this chapter, we present a polynomial time algorithm, called a k-minimal multiple generalization (k-mmg) algorithm, where k ≥ 1, and its application to inductive learning problems. The algorithm is a natural extension of the least general generalization algorithm developed by Plotkin and Reynolds.
Hiroki Arimura +3 more
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ACM SIGMETRICS Performance Evaluation Review, 2020
Large-scale systems are everywhere, and deciding how to dispatch an arriving job to one of the many available servers is crucial to obtaining low response time. One common scalable dispatching paradigm is the "power of d," in which the dispatcher queries d servers at random and assigns the job to a server based only on the state of the queried servers.
Jazeem Abdul Jaleel +3 more
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Large-scale systems are everywhere, and deciding how to dispatch an arriving job to one of the many available servers is crucial to obtaining low response time. One common scalable dispatching paradigm is the "power of d," in which the dispatcher queries d servers at random and assigns the job to a server based only on the state of the queried servers.
Jazeem Abdul Jaleel +3 more
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American Book Review, 2014
A Critical Code Studies discussion of Nick Montfort's poetry generators, including Taroko Gorge and ...
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A Critical Code Studies discussion of Nick Montfort's poetry generators, including Taroko Gorge and ...
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Periodica Mathematica Hungarica, 2002
This paper gives a brief overview of how generators are used to code measure-preserving transformations into symbolic models, and then gives a very short and neat proof of the fact that an ergodic transformation with finite entropy has a finite generator. The proof given here uses the existence of a countable generator and calls on some standard bounds
Keane, M.S., Serafin, J.
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This paper gives a brief overview of how generators are used to code measure-preserving transformations into symbolic models, and then gives a very short and neat proof of the fact that an ergodic transformation with finite entropy has a finite generator. The proof given here uses the existence of a countable generator and calls on some standard bounds
Keane, M.S., Serafin, J.
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GENERAL ENTROPY OF GENERAL MEASURES
International Journal of Uncertainty, Fuzziness and Knowledge-Based Systems, 2002The concept of entropy is an important part of the theory of additive measures. In this paper, a definition of entropy is introduced for general (not necessarily additive) measures as the infinum of the Shannon entropies of "subordinate" additive measures. Several properties of the general entropy are discussed and proved.
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2021
Groups naturally promote their strengths and prefer values and rules that give them an identity and an advantage. This shows up as generational tensions across cohorts who share common experiences, including common elders. Dramatic cultural events in America since 1925 can help create an understanding of the differing value structures of the Silents ...
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Groups naturally promote their strengths and prefer values and rules that give them an identity and an advantage. This shows up as generational tensions across cohorts who share common experiences, including common elders. Dramatic cultural events in America since 1925 can help create an understanding of the differing value structures of the Silents ...
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The Generally General Theory of Generally Relative Generality
This paper interrogates the widespread illusion of coherence in philosophy, science, technology, and culture, revealing that most systems maintain the appearance of integration through simulation, adaptation, and rhetorical flourish rather than true recursive structure.openaire +2 more sources
Mathematical Logic Quarterly, 2018
AbstractIn this paper we introduce a generic large cardinal akin to, together with the consequences ofbeing such a generic large cardinal. In this caseis Jónsson, and in a choiceless inner model many properties hold that are in contrast with pcf theory in.
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AbstractIn this paper we introduce a generic large cardinal akin to, together with the consequences ofbeing such a generic large cardinal. In this caseis Jónsson, and in a choiceless inner model many properties hold that are in contrast with pcf theory in.
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2020
This chapter focuses on the idea of memory in order to understand how Jewish crafters generate memory through their creations. It studies the role of Holocaust memory in crafting, the use of heirloom fabrics in making family treasures, and the complex ways the ethnographer herself became enmeshed in networks of memory.
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This chapter focuses on the idea of memory in order to understand how Jewish crafters generate memory through their creations. It studies the role of Holocaust memory in crafting, the use of heirloom fabrics in making family treasures, and the complex ways the ethnographer herself became enmeshed in networks of memory.
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Theology Today, 2009
tion, many were shocked and dismayed by the vulgar anatomical comments of sixty-seven-year-old Jesse Jackson directed at forty-seven-year-old candidate Barack Obama. Perhaps even more startling was the retort made by forty-threeyear-old congressman Jesse Jackson Jr.: “I’m deeply outraged and disappointed in Rev. Jackson’s reckless statements about Sen.
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tion, many were shocked and dismayed by the vulgar anatomical comments of sixty-seven-year-old Jesse Jackson directed at forty-seven-year-old candidate Barack Obama. Perhaps even more startling was the retort made by forty-threeyear-old congressman Jesse Jackson Jr.: “I’m deeply outraged and disappointed in Rev. Jackson’s reckless statements about Sen.
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