When defined on spiral system, a complex system can be regarded as a combination of some simple subsystems, and every systematic equation of the subsystems can be replaced with polynomial.
将复杂系统定义在螺旋系统上，就可将一个复杂系统看成由若干个简单的子系统叠加而成，每个子系统的系统方程可以用多项式拟合。
Especially when time path is highly nonlinearity, polynomial method will become complex and hard to operate.
特别是当时间、路径为高度非线性时，多项式法则变得复杂且很难操作。
A few of polynomial identity structures defined on complex field have been discussed and studied.
探讨了几种复数域的多项式同一性结构，并研究了它们的一些性质。
Especially when the time path is a highly non-linear, the polynomial rules become very complex and difficult to operate.
特别是当时间路径为高度非线性时，多项式法则变得很复杂且很难操作。
Especially when the time path is a highly non-linear, the polynomial rules become very complex and difficult to operate.
特别是当时间路径为高度非线性时，多项式法则变得很复杂且很难操作。
应用推荐