今年是爱因斯坦关键性科学发现100周年，也是联合国大会确定的世界物理年。因此，世界各国都在开展一系列的纪念活动。缅怀爱因斯坦的伟大成就，推动物理学的进一步发展。爱因斯坦在他的晚年曾致力于统一场理论的建立，但可惜未能取得成功。近些年来著名埃及科学家El-Naschie对这一问题提出了全新的观念，取得了重大的进展，引起了广泛的关注。El-Naschie教授主编的国际杂志《混沌、孤立波与分形》在国际上也具有较大的影响。
El-Naschie教授把非线性方法（主要是分形方法）应用于高能物理，取得了卓有成效的成就。为了让国内外学者了解El-Naschie的主要思想，为了使非线性方法应用于各个领域， 也作为世界物理年的一项活动，东华大学理学院主办的2005年非线性动力学国际学术研讨会将于12月20日上午8：30-11：00在银河宾馆举行开幕式. 欢迎大家参加。
此次国际会议的宗旨是互相交流新的思想，探索新的应用领域。其主要目的是推进非线性科学在各个领域中的应用，发掘新的学科生长点。同时将介绍中国研究人员在非线性领域中的最新发展， 并向世界显示中国研究人员在该领域的成就。
我们邀请了E-无穷理论的创始者El-Naschie教授作特邀报告,他的理论不仅可以应用于高能物理，也可以应用于宇宙学和生命科学等。
El-Naschie教授的精彩报告将在银河宾馆举行，报告题目与摘要附后：
报告题目：E-无穷理论在高能物理、宇宙学和脑科学中的应用
报告人： M.S. El-Naschie教授
（E-无穷理论创始者，国际杂志《混沌，孤立波和分形》主编）
报告地点： 银河宾馆
时间： 2005年12月20日上午8：30
报告题目：网络控制在生命科学中的应用（The Universal Modular Organization of Hierarchical Control Networks in Biology）
报告人： Fredric S. Young教授（Vicus 生命科学首席科学家）
报告地点： 银河宾馆
时间： 2005年12月20日上午8：30
报告题目： 生态复杂性（Ecological Complexity: A New Frontier of Ecology）
报告人： B. Larry Li (李百炼)教授 （加州大学教授，国际杂志《Ecological Complexity》主编
报告地点：松江校区信息理学楼331
时间： 2005年12月23日下午 1：30-3：30
Cantorian E-Infinity space-time as a holographic principle: Applications in high-energy physics, cosmology and brain research
M.S. El-Naschie
When a two-dimensional object is lightened in the right way, it can produce a three-dimensional image. This is the principle of holography, the quintessence of which is that a two-dimensional object can encompass all the information of a much higher dimensional object. E-Infinity theory has a very similar structure and we can work either in the full space (the bulk) or its Beltrami-Poincaré projection. Mathematically, the full dimensional theory is equivalent to a fuzzy Kähler manifold. On the other hand, the projection is a compactified Klein modular space. This space is very similar to many of the famous paintings of M. Escher. It has on its two-dimensional surface all the information encoded in the fuzzy Kähler manifold. In other words, the projection is the holographic boundary of the theory. The amazing thing is that the final result of the calculation is the same, whether we use the boundary or the bulk. One of the possible conclusions of this phenomenon is that gravity may not be fundamental but emerges from the surface interaction of gluons and quarks. In this view gravity is just a persistent illusion. Alternatively, from a positivistic viewpoint, we have two mathematical formulations leading to the same results and we could choose according to circumstances the simplest strategy to achieve the results.
Applications in particle physics, cosmology and brain research will be touched upon.
The Universal Modular Organization of Hierarchical Control Networks in Biology
Fredric S. Young
Progress in the physical sciences has always involved conceptual and theoretical simplification and unification. Modern biology has resisted this tendency and has focused almost completely on the details. The sequencing of the human genome has not been translated into comprehensive models and has not led to new therapies. Using reverse engineering, we have abstracted a theoretical description of the universal modular organization of biological control systems which are modeled as the construction of a fractal representing the hierarchical control network or HiNet. Disease therapy becomes a problem of shifting the state of the HiNet. to a configuration closer to normal homeostasis. This has enabled the rational and systematic development of combination therapies for clinical trials. An emphasis on energy and control manifolds connects this approach to catastrophe theory. The modularity of HiNet allows a hierarchical network decomposition and modeling of local processes on low dimensional control manifolds. Modeling of the integrated global organization of a biological system requires control spaces of many more dimensions than 3 as stated by Thom in Structural Stability and Morphogenesis. A HiNet model of allometric scaling supports the recent application by Ji-Huan He of El Naschie’s E-infinity theory to biology.
Ecological Complexity: A New Frontier of Ecology
B. Larry Li
Ecological complexity is an emerging and rapidly growing interdisciplinary field in ecology. It focuses on how and why complex ecological systems emerge from the nonlinear interactions of living entities at all levels and spatiotemporal scales and with all facets of their external environment including the human dimension. The field is based on a complexity theoretical framework for solving real world environmental problems. It has been recognized as the most important and exciting frontier of the 21st century ecology.
In this talk, I will start with a brief overview of basic concepts and current main research of ecological complexity and paradigm shift in modern ecology, then outline computational, mathematical and statistical challenges from complex ecology to ecological modelers, along with several examples from our own recent works on ecological scaling. I will also show how we can use complexity theories and methods for a better understanding of the complex ecological dynamics.
El-Naschie教授把非线性方法（主要是分形方法）应用于高能物理，取得了卓有成效的成就。为了让国内外学者了解El-Naschie的主要思想，为了使非线性方法应用于各个领域， 也作为世界物理年的一项活动，东华大学理学院主办的2005年非线性动力学国际学术研讨会将于12月20日上午8：30-11：00在银河宾馆举行开幕式. 欢迎大家参加。
此次国际会议的宗旨是互相交流新的思想，探索新的应用领域。其主要目的是推进非线性科学在各个领域中的应用，发掘新的学科生长点。同时将介绍中国研究人员在非线性领域中的最新发展， 并向世界显示中国研究人员在该领域的成就。
我们邀请了E-无穷理论的创始者El-Naschie教授作特邀报告,他的理论不仅可以应用于高能物理，也可以应用于宇宙学和生命科学等。
El-Naschie教授的精彩报告将在银河宾馆举行，报告题目与摘要附后：
报告题目：E-无穷理论在高能物理、宇宙学和脑科学中的应用
报告人： M.S. El-Naschie教授
（E-无穷理论创始者，国际杂志《混沌，孤立波和分形》主编）
报告地点： 银河宾馆
时间： 2005年12月20日上午8：30
报告题目：网络控制在生命科学中的应用（The Universal Modular Organization of Hierarchical Control Networks in Biology）
报告人： Fredric S. Young教授（Vicus 生命科学首席科学家）
报告地点： 银河宾馆
时间： 2005年12月20日上午8：30
报告题目： 生态复杂性（Ecological Complexity: A New Frontier of Ecology）
报告人： B. Larry Li (李百炼)教授 （加州大学教授，国际杂志《Ecological Complexity》主编
报告地点：松江校区信息理学楼331
时间： 2005年12月23日下午 1：30-3：30
Cantorian E-Infinity space-time as a holographic principle: Applications in high-energy physics, cosmology and brain research
M.S. El-Naschie
When a two-dimensional object is lightened in the right way, it can produce a three-dimensional image. This is the principle of holography, the quintessence of which is that a two-dimensional object can encompass all the information of a much higher dimensional object. E-Infinity theory has a very similar structure and we can work either in the full space (the bulk) or its Beltrami-Poincaré projection. Mathematically, the full dimensional theory is equivalent to a fuzzy Kähler manifold. On the other hand, the projection is a compactified Klein modular space. This space is very similar to many of the famous paintings of M. Escher. It has on its two-dimensional surface all the information encoded in the fuzzy Kähler manifold. In other words, the projection is the holographic boundary of the theory. The amazing thing is that the final result of the calculation is the same, whether we use the boundary or the bulk. One of the possible conclusions of this phenomenon is that gravity may not be fundamental but emerges from the surface interaction of gluons and quarks. In this view gravity is just a persistent illusion. Alternatively, from a positivistic viewpoint, we have two mathematical formulations leading to the same results and we could choose according to circumstances the simplest strategy to achieve the results.
Applications in particle physics, cosmology and brain research will be touched upon.
The Universal Modular Organization of Hierarchical Control Networks in Biology
Fredric S. Young
Progress in the physical sciences has always involved conceptual and theoretical simplification and unification. Modern biology has resisted this tendency and has focused almost completely on the details. The sequencing of the human genome has not been translated into comprehensive models and has not led to new therapies. Using reverse engineering, we have abstracted a theoretical description of the universal modular organization of biological control systems which are modeled as the construction of a fractal representing the hierarchical control network or HiNet. Disease therapy becomes a problem of shifting the state of the HiNet. to a configuration closer to normal homeostasis. This has enabled the rational and systematic development of combination therapies for clinical trials. An emphasis on energy and control manifolds connects this approach to catastrophe theory. The modularity of HiNet allows a hierarchical network decomposition and modeling of local processes on low dimensional control manifolds. Modeling of the integrated global organization of a biological system requires control spaces of many more dimensions than 3 as stated by Thom in Structural Stability and Morphogenesis. A HiNet model of allometric scaling supports the recent application by Ji-Huan He of El Naschie’s E-infinity theory to biology.
Ecological Complexity: A New Frontier of Ecology
B. Larry Li
Ecological complexity is an emerging and rapidly growing interdisciplinary field in ecology. It focuses on how and why complex ecological systems emerge from the nonlinear interactions of living entities at all levels and spatiotemporal scales and with all facets of their external environment including the human dimension. The field is based on a complexity theoretical framework for solving real world environmental problems. It has been recognized as the most important and exciting frontier of the 21st century ecology.
In this talk, I will start with a brief overview of basic concepts and current main research of ecological complexity and paradigm shift in modern ecology, then outline computational, mathematical and statistical challenges from complex ecology to ecological modelers, along with several examples from our own recent works on ecological scaling. I will also show how we can use complexity theories and methods for a better understanding of the complex ecological dynamics.
