Infinite-dimensional Hamiltonian Lie superalgebras

Mu, Qiang; Zhang, Yongzheng

doi:10.1007/s11425-010-0142-3

Cited by 2 publications

(3 citation statements)

References 16 publications

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“…In the case of finitedimensional modular Lie superalgebras of Cartan type, the invariance of the natural filtration was discussed in [12,13]. The same conclusion was obtained for some infinitedimensional modular Lie superalgebras of Cartan type (see [14][15][16][17]).…”

Section: Introductionmentioning

confidence: 70%

Infinite-Dimensional Modular Lie SuperalgebraΩ

2013

Abstract and Applied Analysis

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All ad-nilpotent elements of the infinite-dimensional Lie superalgebraΩover a field of positive characteristic are determined. The natural filtration of the Lie superalgebraΩis proved to be invariant under automorphisms by characterizing ad-nilpotent elements. Then an intrinsic property is obtained by the invariance of the filtration; that is, the integers in the definition ofΩare intrinsic. Therefore, we classify the infinite-dimensional modular Lie superalgebraΩin the sense of isomorphism.

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Section: Introductionmentioning

confidence: 70%

Infinite-Dimensional Modular Lie SuperalgebraΩ

2013

Abstract and Applied Analysis

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“…The central government has edited guidelines and raised expectations regarding the greening of business as an overall powerful driver (Mu, 2010). Such an emphasis might contribute to a world shift into the center of gravity for green research towards Asia.…”

Section: More Pressure On Environmental Issuesmentioning

confidence: 99%

“…The rapid development of infrastructures to implement the knowledge innovation program and the program for S&T platforms are required by the 2020 ST Guideline: 12 mega‐facilities were established by 2010, as well as about 30 national science centers and national laboratories and 300 national key laboratories (Mu, 2010). A knowledge‐based project, Dushuhu Science, Higher education and Innovation Zone in Suzhou, was initiated in 2006.…”

Section: The Concept Of Sandt Parks In China Develops a Stronger Focus On Innovationmentioning

confidence: 99%

Chinese S&T parks: the emergence of a new model

Jolly

Zhu²

2012

Journal of Business Strategy

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PurposeChinese S&T parks are one component of the Chinese system of innovation which has emerged over the last 20 years; they are not simply a copy‐paste of the American model. This paper aims to focus on this topic.Design/methodology/approachDevelopments were inferred from an extensive literature review (in English, in Chinese and in French) that was completed by an archive research as well as interviews of heads of Chinese S&T parks.FindingsSix features make Chinese S&T parks different from what can be found elsewhere in the world: the Chinese people have the willingness to restore previous glory and share of the world economy; the Chinese government apparatus acts as the driving force with an overpowering impact; there are very few foreign companies in Chinese S&T parks – making those parks mostly inhabited by Chinese companies, but returnees play a significant role; an astonishing scale when benchmarked to European references; the greening of business has emerged as a new and powerful driver; and an evolutionary process is leading to the transformation of China into an innovative country.Research limitations/implicationsThis paper stands more as an essay reflecting the authors' understanding of the Chinese situation and, as such, it may be subjectively biased.Practical implicationsAs Western managers are now considering China as a possible place to carry R&D, this paper helps them to get a better understanding of the features of the specific locations where they might implement their R&D labs.Originality/valueThe emergence of China as a technological country is a recent phenomenon. The authors have identified no such analysis in the published literature.

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Infinite-dimensional Hamiltonian Lie superalgebras

Cited by 2 publications

References 16 publications

Infinite-Dimensional Modular Lie SuperalgebraΩ

Infinite-Dimensional Modular Lie SuperalgebraΩ

Chinese S&T parks: the emergence of a new model

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