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G-Phenomena as a Base of Scalable Distributed Computing—G-Phenomena in Moore’s Law
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作者 Karolj Skala Davor Davidovic +1 位作者 Tomislav Lipic Ivan Sovic 《International Journal of Internet and Distributed Systems》 2014年第1期1-4,共4页
Today we witness the exponential growth of scientific research. This fast growth is possible thanks to the rapid development of computing systems since its first days in 1947 and the invention of transistor till the p... Today we witness the exponential growth of scientific research. This fast growth is possible thanks to the rapid development of computing systems since its first days in 1947 and the invention of transistor till the present days with high performance and scalable distributed computing systems. This fast growth of computing systems was first observed by Gordon E. Moore in 1965 and postulated as Moore’s Law. For the development of the scalable distributed computing systems, the year 2000 was a very special year. The first GHz speed processor, GB size memory and GB/s data transmission through network were achieved. Interestingly, in the same year the usable Grid computing systems emerged, which gave a strong impulse to a rapid development of distributed computing systems. This paper recognizes these facts that occurred in the year 2000, as the G-phenomena, a millennium cornerstone for the rapid development of scalable distributed systems evolved around the Grid and Cloud computing paradigms. 展开更多
关键词 Historical Development of Computing g-phenomena Moore’s Law Distributed Computing SCALABILITY Grid Computing Cloud Computing Component
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格奥尔格·卢卡奇物化理论视角下的《波士顿人》 被引量:4
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作者 王跃洪 朱绪 《上海理工大学学报(社会科学版)》 2015年第3期238-241,共4页
运用格奥尔格·卢卡奇的物化理论探讨了美国作家亨利·詹姆斯中期作品《波士顿人》中的物化现象。研究发现,美国内战后资本主义的快速发展给人们的精神生活带来了负面影响,传统意义上的亲情和友情被物化,这有助于了解美国内战... 运用格奥尔格·卢卡奇的物化理论探讨了美国作家亨利·詹姆斯中期作品《波士顿人》中的物化现象。研究发现,美国内战后资本主义的快速发展给人们的精神生活带来了负面影响,传统意义上的亲情和友情被物化,这有助于了解美国内战后的社会精神面貌,对国内詹姆斯研究也是一个有益的补充。 展开更多
关键词 格奥尔格·卢卡奇 物化现象 亨利·詹姆斯 《波士顿人》
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超导材料的混沌现象 被引量:4
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作者 盛平兴 《物理学报》 SCIE EI CAS CSCD 北大核心 2001年第8期1596-1599,共4页
讨论了一维稳态和发展型Ginzburg Landau(缩写为G L)超导方程组 ,从数学上论证了常稳态解的不稳定性及无穷维动力系统在行波解意义下的极限集之存在性 .指出G L超导方程组描述的超导材料具有作者意义下的无穷维动力系统的混沌现象 。
关键词 超导材料 G-L超导方程组 无穷维动力系统 混沌现象
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