流形理论 meaning in Chinese

theory of manifolds

Applying the results to optimal controller to realize the minimizer of the cost function of mkdv - burgers equation under neumann and dirichlet boundary control . secondly , using inertial manifold and approximate inertial manifold theory , the approximate inertial manifold under fourier bases is given and we construct a set of odes of three modes to obtain the long - time dynamic behavior
其次，利用惯性流形和近似惯性流形理论，给出mkdv - burgers方程在fourier基下的近似惯性流形，并且把这一方程所确定的无穷维动力系统约化为一组三模态下的常微分方程组，从而研究这一方程所确定的动力系统的长期动力学行为。