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算法     
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  algorithm
     Genetic Algorithm Theories and Applications in Electromagnetic Engineering
     遗传算法及其在电磁工程中的应用
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     Bionic Algorithm and Its Application to Slope and Excavation Engineering
     仿生算法及其在边坡和基坑工程中的应用
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     Inverse Perturbation Method and Human-Computer Interactive Annealing Genetic Algorithm and Their Applications
     逆摄动法和人机交互退火遗传算法及其应用
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     Research on Echo Tracking Algorithm and Some Dey Techniques of Imaging Altimeter
     成像高度计回波跟踪算法及若干关键技术研究
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     Vector Quantization and Image Compression--The Analysis of Theory, The Design of Algorithm, Application and Implementation
     向量量化与图像压缩——理论分析、算法设计、应用、实现
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  algorithms
     Researches on Genetic Algorithms and its Applications in Tracking System
     遗传算法及其在跟踪系统中的应用研究
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     Studies on New Fuzzy Clustering Algorithms and Clustering Validity Problems
     模糊聚类新算法与聚类有效性问题研究
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     Study on Algorithms of Low Bit Rate Hi-Fi Audio Coding
     低速率高保真音频编码算法研究
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     Researches on the performance of genetic algorithms and their applications in clustering analysis
     遗传算法性能及其在聚类分析中应用的研究
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     Study on Algorithms for Measure Indexes of Stream Ciphers and Their Stability
     流密码及其稳定性测量指标的算法研究
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  method
     Three Dimensional Discontinuous Deformation Analysis Coupled with Finite Element Method
     三维非连续变形分析与有限元耦合算法研究
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     Inverse Perturbation Method and Human-Computer Interactive Annealing Genetic Algorithm and Their Applications
     逆摄动法和人机交互退火遗传算法及其应用
短句来源
     Research on the Super-Memory Methods and GLP Gradient Projection Method for Non-Linear Programming
     非线性最优化超记忆梯度算法与GLP梯度投影算法研究
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     Data Fusion Method for Vehicle GPS/DR Integration
     GPS/DR车载组合定位系统数据融合算法研究
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     The Research on Models and Algorithms for Urban Evaluating Basic Land Price and System Implementing Method
     城市基准地价动态评估模型、算法及实现方法研究
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  arithmetic
     Genetic Arithmetic and It's Application to Design of Composite Laminate
     遗传算法及其在复合材料层合板设计中应用的研究
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     Research on GPR Information Processing Arithmetic & Information Management System
     探地雷达信息处理算法与信息管理系统研究
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     Research on 3D Scene Simulation Optimization Theory and Arithmetic
     三维仿真场景优化理论与算法研究
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     Study on the Coal Mine Virtual Reality System Three Dimensional Data Model and Virtual Technology and Arithmetic
     煤矿虚拟现实系统三维数据模型和可视化技术与算法研究
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     New Hypergeometric Distribution Mathematic Model and Its Arithmetic
     超几何分布接收概率新数学模型及其算法
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  algorithm
This paper gives an algorithm for computing invariant rings of reductive groups in arbitrary characteristic.
      
The algorithm presented here computes a geometric characteristic of this action in the case where G is connected and reductive, and $\rho$ is a morphism of algebraic groups: The algorithm takes as input the
      
We present an algorithm for computing the invariant field k(X)G.
      
More precisely, we give an algorithm for computing a nonempty open subset of X with a geometric quotient.
      
We show that the rate of convergence for this reconstruction algorithm is geometric and computable in advance.
      
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  algorithms
Previously, only algorithms for linearly reductive groups and for finite groups have been known.
      
Similar transforms may be defined on homogeneous spaces; in that case we show how special function properties of spherical functions lead to more efficient algorithms.
      
These results may all be viewed as generalizations of the fast Fourier transform algorithms on the circle, and of recent results about Fourier transforms on finite groups.
      
For the analogs of the heat and wave equation, we give algorithms for approximating the solution, and display the results of implementing these algorithms.
      
We use the decomposition of a group into double cosets and a graph theoretic indexing scheme to derive algorithms that generalize the Cooley-Tukey FFT to arbitrary finite group.
      
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  method
In this note we present a very simple method of proving that some hyperbolic manifoldsM have finite sheeted covers with positive first Betti number.
      
The method applies to the standard arithmetic subgroups ofSO(n,1) (a case which was proved previously by Millson [Mi]), to the non-arithmetic lattices inSO(n,1) constructed by Gromov and Piatetski-Shapiro [GPS] and to groups generated by reflections.
      
(HereM3 denotes the vector space of 3×3 matrices over k andp>amp;gt;3.) The method of proof involves an induction, and is potentially of wide applicability.
      
The proof is based on a variant of Moser's method using time-dependent vector fields.
      
In the second part we apply this method to obtain pseudo-Riemannian homogeneous manifolds with real Killing spinors.
      
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  arithmetic
The method applies to the standard arithmetic subgroups ofSO(n,1) (a case which was proved previously by Millson [Mi]), to the non-arithmetic lattices inSO(n,1) constructed by Gromov and Piatetski-Shapiro [GPS] and to groups generated by reflections.
      
A local-global principle for finiteness properties ofS-arithmetic groups over number fields
      
In this paper a local-global principle forS-arithmetic groups over number fields is proved.
      
TheS-arithmetic group г is of typeFn, resp.FPn, if and only if for allp inS thep-adic completionGp of the corresponding algebraic groupG is of typeCn resp.CPn.
      
As a corollary we obtain an easy proof of a theorem of Borel and Serre: AnS-arithmetic subgroup of a semisimple group has all the finiteness propertiesFn.
      
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