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function approximation中文是什么意思

  • 函数逼近

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  • 例句与用法
  • Function approximation study of general fuzzy system
    模糊系统的函数逼近特性研究
  • Research and simulation of bus protection with function approximation ability
    基于函数逼近能力的母线保护的研究及仿真
  • So the network has the better capability of function approximation and pattern recognition
    因此改进的网络具有较好的函数逼近能力和模式识别能力。
  • After trained , the fuzzy neural networks have good function approximation ability and generalization ability
    训练后的模糊神经系统具有良好的函数逼近能力和泛化能力。
  • Secondly , a solution based on the theory of function approximation is proposed to select the key parameter of neural network
    其次,在神经网络关键参数选择问题上,提出了一种基于函数逼近思想选择网络参数的方法。
  • , 2002 ) . the varying coefficients model , which is the function approximation method for high dimension , is discu ssed in this paper
    本论文主要讨论的是变系数模型( thevaryingcoefficientmodel ) ,属于函数近似这一类。
  • In addition , we formulated measures of ga - hardness for gas with real - valued encoding , and advanced the method of the first order function approximation
    对实数编码遗传算法困难度的测试方法进行了分析,提出了一阶函数逼近测试法。
  • So , it could be seen that the structures research , function approximation properties and learning algorithms of procedure neural network models is quite significant
    研究过程神经元网络模型的拓扑结构,函数逼近性质,学习算法等具有十分普遍的意义。
  • Kosko applied it to several engineering applications and summarized that the key of fuzzy engineering was function approximation in the book of fuzzy engineering
    在模糊工程一书中, kosko把这个模型应用到许多工程领域并概括出模糊工程的核心问题是函数逼近问题。
  • While using support vector regression to do function approximation , we can control the number of support vectors and the approximative performance all by two parameters
    在用支持向量回归进行函数逼近时,我们完全可以用两个参数来控制支持向量的个数和逼近的效果。
  • 更多例句:  1  2  3  4
  • 百科解释
The need for function approximations arises in many branches of applied mathematics, and computer science in particular. In general, a function approximation problem asks us to select a function among a well-defined class that closely matches ("approximates") a target function in a task-specific way.
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Last modified time:Mon, 11 Aug 2025 00:29:56 GMT

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