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Thomas Nennstiel_百度百科
Thomas Nennstiel
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上映时间剧名扮演角色导演主演担任职务2007爱的骗局Thomas Nennstiel安雅·克林,Henning Baum导演1986Caspar David Friedrich - Grenzen der Zeit彼得·沙莫尼Helmut Griem,Sabine Sinjen副导演/助理导演[1]
..[引用日期]应明生_百度百科
应明生,男,长江学者、清华大学教授。1964年5月出生,江西宜黄人。
1981年7月毕业于江西师范学院分院数学科。曾在数学系、数学系、计算机科学与工程系任教。1992年在江西师范大学评聘为教授,1994年被人事部批准为中青年有突出贡献专家,获第4届,
1997年获,入选教育部跨世纪优秀人才培养计划。先后在法国巴黎第六()大学、意大利Salerno大学与Napoli大学、德国慕尼黑大学与Mannheim大学、芬兰Turku计算机科学中心作访问研究。现为教授、博士生导师、教育部特聘教授、国际模糊系统学会(IFSA)副主席、模糊系统与数学专业委员会理事长、《Fuzzy Sets and Systems》、《Journal of Computer Science and Technology》、《自动化学报》编委。
目前主要从事形式化方法、量子计算与量子信息、计算机科学与人工智能中的逻辑学、等方面的科研工作。
2011年候选人。
M. S. Ying, Topology in Process Calculus: Approximate Correctness and Infinite
Evolution of Concurrent Programs,, New York, February 2001
国际刊物论文(按时间排列):
[1] R. Y. Duan, Z. F. Ji, Y. Feng and M. S. Ying, A relation
between quantum operation and quantum Fourier transforms, Physical Letters A ,323
:1-2(2004)
[1] M. S. Ying, Reasoning about probabilistic sequential programs in a
probabilistic logic, Acta Informatica ,39:5(2003)
[2] S. J. Li and M. S. Ying, Region connection calculus: its models and
composition table, Artificial Intelligence
,145:1(2003)
[3] S. J. Li and M. S. Ying, Extensionality of the RCC8 composition table,
Fundamenta Informaticae ,55:3-4(2003)
[1] M. S. Ying, Additive models for probabilistic processes, Theoretical Computer
Science ,275:1-2(2002)
[2] M. S. Ying, Bisimulation indexes and their applications, Theoretical Computer
Science ,275:1-2(2002)
[3] M. S. Ying and H. Q. Wang, A lattice-theoretical model of consequences,
conjectures and hypotheses, Artificial Intelligence ,139:2(2002)
[4] M. S. Ying, Implication operators in fuzzy logic, IEEE
Transactions on Fuzzy Systems ,10:1(2002)
[5] M. S. Ying, A formal model for computing with words, IEEE
Transactions on Fuzzy Systems ,10:5(2002)
[6] Y. Feng, S. Y. Zhang, R. Y. Duan and M. S. Ying, Lower bound on inconclusive
probability of unambiguous discrimination, Physical Review A ,66:6(2002)
[7] Y. Feng, S. Y. Zhang and M. S. Ying, Probabilistic cloning and deleting of
quantum states, Physical Review A ,65:4(2002)
[8] S. Y. Zhang and M. S. Ying, Set discrimination of quantum states, Physical
Review A ,65:6(2002)
[9] X. M. Sun, S. Y. Zhang, Y. Feng, and M. S. Ying, Mathematical nature of and an
lower bound for the success probability of umambiguous discrimination of quantum
states, Physical Review A ,65:4(2002)
[10] M. S. Ying, Wootters-Zurek quantum copying machine: the
higher-dimensional case, Physical Letters A ,299:2(2002)
[11] M. S. Ying, Universal quantum copying machines: a necessary and sufficient
condition, Physical Letters A ,302:1(2002)
[12] Y. Feng, S. Y. Zhang SY, X.M. Sun and M. S. Ying, Universal and
original-preserving quantum copying is impossible, Physical Letters A
,297:1-2(2002)
[1] M. S. Ying, M. Wirsing, Recursive equations in higher-order process calculi,
Theoretical Computer Science ,266:1(2001)
[2] S. Y. Zhang, Y. Feng, X. M. Sun and M. S. Ying, An upper bound for the success
probability of umambiguous discrimination of quantum states, Physical Review A
,64:5(2001)
[1] M. S. Ying, Weak confluence and $\tau -$inertness, Theoretical Computer
Science, 238:2(2000)
[2] M. S. Ying, Automata theory based on quantum logic (I),
International Journal of Theoretical Physics, 39:4(2000)
[3] M. S. Ying, Automata theory based on quantum logic (II),
International Journal of Theoretical Physics, 39:11(2000)
[4] L. Biacino, G. Gerla and M. S. Ying, Approximate reasoning based on
similarity, Mathematical Logic Quarterly, 46:1(2000)
[1] M. S. Ying, A shorter proof to uniqueness of solutions of equations,
Theoretical Computer Science, 216:2(1999)
[2] M. S. Ying, Perturbation of fuzzy reasoning, IEEE Transactions on Fuzzy
Systems, 7:5(1999)
[1] M. S. Ying and B. Bouchon, Approximate reasoning with linguistic modifiers,
Int. J. Intelligent Systems, 13:4(1998)
[1] M. S. Ying and B. Bouchon, Quantifiers, modifiers and qualifiers in fuzzy
logic, J. Applied Non-Classical Logics, 7:4(1997)
[1] M. S. Ying, When is the ideal completion of abstract basis algebraic,
Theoretical Computer Science, 159:2(1996)
[1] M. S. Ying, A logic for approximate reasoning, J. Symbolic Logic, 59:3(1994)
[2] M. S. Ying, On the method of neighborhood system in fuzzy topology, Fuzzy Sets
and Systems, 68:2(1994)
[1] M. S. Ying, Fuzzifying toplogy based complete residuated lattice-valued logic
(I), Fuzzy Sets and Systems, 56:3(1993)
[2] M. S. Ying, A new approach for fuzzy topology (III), Fuzzy Sets and Systems,
55:2(1993)
[3] M. S. Ying, Fuzzifying uniform spaces, Fuzzy Sets and Systems, 53:1(1993)
[34] M. S. Ying, Compactness in fuzzifying topology, Fuzzy Sets and Systems,
55:1(1993)
[1] M. S. Ying, The fundamental theorem of ultraproduct in Pavelka's logic,
Zeitschr. f. math. Logik und Grundlagen d. Math., 38:2(1992)
[2] M. S. Ying, Compactness, the Lowenheim-Skolem property and the direct product
of lattices of truth values, Zeitschr. f. math. Logik und Grundlagen d. Math.,
38:4(1992)
[3] M. S. Ying, A new approach for fuzzy topology (II), Fuzzy Sets and Systems,
47:2(1992)
[1] M. S. Ying, Deduction theorem for many-valued inference,
Zeitschr. f. math. Logik und Grundlagen d. Math., 37:6(1991)
[2] M. S. Ying, A new approach for fuzzy topology (I), Fuzzy Sets and Systems,
39:3(1991)
[1] M. S. Ying, On probabilistic normed spaces under $\tau _{T,L},$ Int. J. Math.
Math. Sci., 13:4(1990)
[2] M. S. Ying, On reasonableness of compositional rule of fuzzy inference, Fuzzy
Sets and Systems, 36:2(1990)
[3] M. S. Ying, The alternativity measures of fuzzy sets, Fuzzy Sets and Systems,
37:1(1990)
[1] M. S. Ying, On a class of non-causal triangle functions, Math. Proc. Cambridge
Phil. Soc., 106:4(1989)
[2] M. S. Ying, On $\varepsilon -$fuzzy sets, Fuzzy Sets and Systems, 31:1(1989)
[1] M. S. Ying, Some notes on multi-dimensional fuzzy reasoning, Cybern. Systems,
19:4(1988)
[2] M. S. Ying, On standard models for fuzzy modal logic, Fuzzy Stes and Systems,
26:3(1988)
[1] M. S. Ying, Fuzzy semilattices, Information Science, 43:3(1987)
[2] M. S. Ying, A counter-example of Gottwald's theorem, Fuzzy Sets and Systems,
23:3(1987)
国内刊物论文(按时间排列):
[1] M. S. Ying, Fuzzy topology based on residuated lattice-valued logic, Acta
Math. Sinica (English Edition), 17:1(2001)
[1] M. S. Ying, Declarative semantics of programming in residuated lattice-valued
logic, Science in China (E), 30:5(2000)
[2] M. S. Ying and F. C. Liu, Three-valued and four-valued approach to logic
programming with negation, J. Advanced Software Research ,13:4(2000)
[1] M. S. Ying, Phase semantics of non-commutative linear propositional logic, J.
Computer Sci. Technology, 14:2(1999)
[2] M. S. Ying, Topology in process calculus (I): Limit behaviour of agents, J.
Computer Sci. Technology, 14:4(1999)
[1], 应明生, 知识推理的一个模型,中国科学, 28:4(1998)
[2] 应明生,中的紧性, 科学通报, 43:4(1998)
[1] 应明生, Gentzen型模糊推理, 系统科学与数学, 11:1(1997)
[2] 应明生, 关于Herbrand基上的语义映射, 计算机学报, 20:2(1997)
[3] 应明生, Institution中自由理论的合成,, 8:8(1997)
[1] 应明生, 允许修改推理规则的开放逻辑, 科学通报, 41:12(1996)
[2] 应明生, Institution中合并理论的初始与终结语义,软件学报, 7:6(1996)
[1] M. S. Ying, Institutions of variable truth values: an approach in the ordered
style, J. Computer Sci. Technology ,10:3(1995)
[2] M. S. Ying, Putting consistent theories together in institutions, J. Computer
Sci. Technology ,10:3(1995)
[1] 应明生, 不分明拓扑中的一种覆盖式紧性,数学学报, 37:6(1994)
[1] 应明生, 概率度量空间中的不分明化拓扑结构, 数学年刊, 14A:6(1993)
[1]应明生, 格值模型的超积基本定理的另一形式, 科学通报, 37:4(1992)
[2] 应明生, 近似匹配下的模糊推理, 科学通报, 37:13(1992)
[3] 应明生,的再扩充, 计算机学报, 15:2(1992)
[1] 应明生, ΓT,L型概率赋范空间的线性拓扑性质, 数学进展, 20:3(1991)
[1] 应明生, 多值逻辑Lukasiewicz-Tarski系统的函数保核完备性, 计算机学报,
12:4(1989)
[1] 应明生,距离分布函数的ΓT,L半群的共轭变换, 科学通报, 33:16(1988)
[2] 应明生, 环运算p值与ST逻辑函数的新展开式, 计算机学报, 11:11(1988)
第4届(),1994
中青年有突出贡献专家(人事部),1994
(),1997
教育部跨世纪优秀人才培养计划(应用数学),1997
模糊系统与数学专业委员会主任
《Fuzzy Sets and Systems》编委
《Journal of Computer Science and Technology》编委
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北京邮电大学
硕士学位论文
虚拟货币的应用对网络忠诚度的影响研究
姓名:姬智敏
申请学位级别:硕士
专业:技术经济及管理
指导教师:吴洪
虚拟货币的应用对网络忠诚度的影响研究
随着网络产业的蓬勃发展,互联网逐渐渗透到社会生活的各个角
落,并在各个领域产生重大影响。虚拟货币作为便捷高效的新型微额
支付工具,极大的促进了互联网应用服务业和虚拟网络经济的发展,
同时,它逐渐脱离虚拟世界的领域,进入了人们的实体生活,也引发
了学者与相关监管机构的广泛关注。但是,目前关于虚拟货币的学术
研究还比较少。本文以虚拟货币作为研究对象,旨在研究虚拟货币的
应用对网络忠诚度的影响机制,并推断出虚拟货币的未来发展趋势,
为相关监管机构和互联网运营商提供借鉴。
本研究从虚拟货币的概念界定及特征出发,对国内外网络忠诚度
的影响因素等方面的文献进行全面梳理和分析。在此基础上,本文以
TAM模型为基础,并结合虚拟货币的发展状况提出了研究体系与研究
本研究通过描述性统计、信度和效度分析、结构方程分析等手段,
通过SPSS统计软件以及LISREL8.51软件对问卷数据进行分析。研
究发现,虚拟货币的应用和网络忠诚度之间不存在直接的显著相关
性,它主要通过习惯、感知易用性、社会性影响三个方面影响网络忠
诚度,其中虚拟货币对网络忠诚度的作用又以社会性影响这条路径最
为明显。社会性影响
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