本文提出一种将时空二维混沌应用到数字水印中去的算法。
A new digital watermarking algorithm based on spatiotemporal chaos is proposed.
混沌系统或混沌信号的同步理论，是混沌应用于模拟保密通信的基础。
Chaos synchronization is the foundation of the application of chaos to analog secure communication.
由于混沌运动具有初值敏感性和长时间发展趋势的不可预见性，混沌控制就成为混沌应用的关键环节。
Because chaos is characterized by "supersensitivity" to the initial conditions and long term non-forecasts of trajectories, control of chaos is of much importance for the application.
本文给出了混沌的定义及其相关概念，论述了混沌应用的巨大潜力，并指明混沌在电力系统中的可能应用方向。
In this paper, the definition of chaos and its related concepts, discusses the enormous application potential chaos, and chaos indicate the direction of possible applications in the power system.
这种方法可以应用到任意的两个初始条件不同的离散和连续混沌系统，具有一定的普适性。
The method is proper to any discrete or continuous chaotic systems with different initials, and it can be generally used.
因此，加快混沌振动的应用研究，就成为了当前十分迫切的研究课题。
Therefore, how to step up research of application of chaotic vibration becomes temporally urgent.
对符号的有意操控，加上对混凝土材质的应用，使得整个混沌的概念更加激烈化。
This active manipulation of symbols, plus the application of Concreteness, serves to intensify the full impression of chaos.
将混沌理论应用于心理治疗，不仅是对传统心理治疗观的突破，同时对心理治疗的方法也产生了重大影响。
The applications of chaos theory to psychotherapy not only innovate traditional concepts but also exert great influence on treatment methods.
舰船摇荡运动具有混沌特性，因而可以应用混沌理论对其进行预报。
Ship swaying motion can be predicted by the chaos theory due to its chaotic characteristic.
多个混合混沌信号的分离，在混沌及其应用中是一个重要的问题。
Separation of multiple mixing chaotic signals is an important issue in chaos and its applications.
本文系统论述涉及强流加速器等强流离子束装置中产生的束晕混沌的复杂性理论与控制方法及其应用前景。
This article offers an overview and comprehensive survey of the complexity theory of beam halo_chaos and its control methods with prospective applications.
本文研究了一种新的混沌同步方法并将该方法应用于混沌掩模保密通信。
The author researches on a novel chaos synchronization method and its application to chaos secure communication system in this paper.
近年来，随着非线性和混沌理论的成熟，研究者们纷纷探索混沌在通信中的可能应用。
In recent years, with the maturing of non-linear and chaotic theory, researchers have looked into possible application of the theory in communications.
本文主要研究确定性随机理论及在混沌密码学中的应用可行性。
This dissertation mainly focuses on the investigation of deterministic randomness theory and its application to chaotic ciphers.
将混沌学理论应用于多媒体信号的保密通信是网络安全的迫切需要，也是当今世界的前沿课题和研究热点。
It is an urgent need for network secure communication to apply Chaos theory to the multimedia signals transmission, and it is one of most advanced and hot research topics internationally.
这一结论为混沌时间序列分析方法应用于测井曲线识别领域提供了前提条件。
The obtained conclusion provides a premise for the application of chaotic time series analysis in well-log facies recognition.
综述了混沌的同步及其在保密通讯中应用的主要进展。
Main progress in synchronization of chaos and its applications in secure communication are reviewed.
最后，论文研究了混沌系统在保密通信当中的应用问题。
Finally, the paper discussed the problem of chaos secure communication.
改进导数重构法的提出对混沌分析方法的实际应用有着重要意义。
The proposal improved derivative reconstruction method is significant to the practical application of the chaotic analysis method.
讨论了纽结理论对量子混沌的应用，并揭示了量子系统中混沌解的拓扑结构。
This paper discusses the application of knot theory to quantum chaos, reveals the topological structure of the chaotic solution of quantum systems.
将混沌BP算法应用于非线性系统建模，以求获得全局意义下的最优逼近。
The chaotic BP algorithm is applied to nonlinear system modeling to obtain the optimal approximation in the global sense.
本文将混沌理论应用于大气环境质量预测，是非常有意义的一项工作。
It is significative that chaos theory is applied in ambient air quality prediction.
本文简要概述了混沌理论，并阐明了混沌理论在图书馆管理中的应用前景。
The chaos theory and its application in the management of library were discussed.
脑电(EEG)信号具有高维的混沌特性，混沌信号的预测是当前混沌理论与应用研究的一个重要方向。
EEG signal is characterized by high-dimension chaotic. The prediction of chaotic signal is an importance area of chaos theory and its application.
混沌的乘法概念具有重要的理论意义和应用价值。
The concept of multiplication of chaotic maps is important in theory and applications.
该法可应用于其他连续混沌系统中，有助于加快混沌系统在信息安全及保密通信网络领域中的应用。
This method can be used in other continuous chaotic system and the application of chaotic system in information security and secure communication field will be accelerated.
给出了应用实例。还研究了混沌参数与训练误差的关系，提出了混沌参数的调整步骤及应用。
And it studied relation between chaos mapping parameters and training error, puts forward chaos mapping parameter adjust steps and applications.
给出了应用实例。还研究了混沌参数与训练误差的关系，提出了混沌参数的调整步骤及应用。
And it studied relation between chaos mapping parameters and training error, puts forward chaos mapping parameter adjust steps and applications.
应用推荐