homotopy信息详情
n.[数]同伦
homogenesis wikipedia───同源维基百科
homologous meaning───同源义
homogangliate───同神经节
homomorphous───adj.同态的;同形的
homoiothermal───[动]恒温的
homogenous vs homogeneous───同质vs同质
defines homo erectus───定义直立人
homologize───vt.使相应;使对应;vi.相应
homochromous───adj.单色的
homologies───n.[生化]同源性;[生物]同源(homology的复数形式)
homotopy algorithm, basing on homotopy mapping, is convergent with wide range.───基于同伦映射的同伦算法,具有大范围收敛性。
Using the homotopy mapping theory, a class of nonlinear problems were studied.───利用同伦映射理论,本文研究了一类非线性问题。
Using the homotopy analysis method, the approximation solution is obtained.───利用同伦分析方法,得到了该模型的近似解。
We utilized the combined maximum entropy homotopy method to solve the general nonconvex nonlinear programming problems.───利用组合极大熵同伦方法,研究一般的非凸非线性规划问题。
And with the homotopy continuation methods, these function set is solved, and the direct kinematics solutions are obtained.───然后使用连续同伦方法,对上述方程组进行求解,并获得并联机床正解。
The main consideration is how to determine the minimal fixed point number in the sense of homotopy.───主要是研究在同伦的意义下,如何确定拓扑空间自映射的最少不动点个数。
Moreover, the modified aggregate constraint homotopy method also enlarges the choice scope of the initial point.───改进的凝聚约束同伦法还扩大了初始点的选择范围。
With the homotopy method we solved the non-convex nonlinear programming with equality and inequality constrains.───使用同伦算法研究混合约束的非凸非线性规划问题。
A wavelet-homotopy hybrid inversion algorithm for inverse problem of ground penetrating radar (GPR) is proposed.───构造一种求解探地雷达反问题的小波-同伦混合反演算法。
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Using the homotopy analysis method, the approximation solution is obtained.
Also , it introduces in detail the combined homotopy method and corresponding example are given.
Using the homotopy mapping theory, class of nonlinear problems were studied.
In this paper the application of homotopy equivalence transformation of topological space sets to the topological classification of states and defects in ordered media is discussed.
Using the homotopy analysis method, the approximation of the solution for the model was obtained.
Using homotopy methods, this paper gives an analysis on the existence of zeros of the decomposable mapping, and finds its application to a class of nonlinear eigenvalue problems.
Based on the approximate answer made by homotopy method, the discrete phenomenon of Newton iterative loop is greatly cut down in the course of solving the SHET equation group.
Using the homotopy mapping theory, a class of nonlinear problems were studied.
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