2) cyclic subspace regression
循环子空间回归
1.
A new approach, radial basis functions-cyclic subspace regression (RBF-CSR), was proposed based on the analyzing radial basis functions-patial least squares (RBF-PLS).
径向基循环子空间回归(RBFCSR)网络,保留了径向基偏最小二乘(RBFPLS)网络的优点,且可在更广的范围内选择最优模型,但仍存在着参数难以确定,计算量大等问题。
2.
Radial basis function-cyclic subspace regression (RBF-CSR) approach is a rapid one-step modeling method, escaping the difficulty of ANN architecture design.
径向基函数循环子空间回归(RBFCSR)是一种有效的非线性网络模型,以高斯条为基函数,性能更优,但其参数多,且难以选定,将显著影响模型性能。
3.
The radial basis function networks (RBFN) was combined with the cyclic subspace regression (CSR) in this paper, and a modeling approach by RBFN-CSR was designed.
本文将径向基函数网络(RBFN)与循环子空间回归(CSR)相结合,设计了RBFN-CSR建模方法。
3) Recursive invariant subspace
循环不变子空间
1.
Recursive invariant subspace is one of the important mathematic tools used in control science and signal processing theory.
循环不变子空间是常用于控制科学和信号处理理论的重要数学工具之一。
4) hypercyclic subspace
超循环子空间
1.
In this paper,we study hypercyclicity of the set of commuting operators on Hilbert space,give a sufficient condition for the set of commuting operators on Hilbert space sharing a dense hypercyclic subspace.
在本文中,讨论了Hilbert空间上可交换算子集合的超循环问题,给出了一个可交换算子集合具有公共的稠的超循环子空间的充分条件。
5) quasi-cyclics subspace
准循环子空间
6) recurrent space
循环空间
1.
In this paper through a thorough study of totally umbilical submanifolds in a recurrent space, we prove that a totally umbilical submanjfold in a recurrent space to be projective flat or concircular flat if and only if it is Einstein space (the dimension n≥4) which generalizes Z.
本文讨论 C循环空间中的全脐子流形 ,证明了该子流形成为射影平坦或共圆平坦的充分必要条件是它又是爱因斯坦空间 ,这一结果推广了 [1 ,2 ]中的相应结
补充资料：循环系统的进化鱼的循环系统
李瑞端绘
[图]
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条