In this paper, we present a direct method to solve the least-squares Hermitian problem of the complex matrix equation ((AXB,CXD =(E,F)) with complex arbitrary coefficient matrices A, B, C, D and the right-hand side E, F. This method determines the least-squares Hermitian solution with the minimum norm.
There are some results on the regularity in these papers; for example, in [7] the authors gave the dimensionality and related properties of the global attractor, and in [14], the authors presented a direct method to establish the optimal regularity of the attractor for the semilinear damped wave equation (when α = 0 and h ( u t ) = u t ) with nonlinearity for the critical growth.
The present paper presents a direct method using computed tomography to determine finite element models based on the real geometry of the textile reinforcement.
This study presents a direct method carried out by constructing a Lagrange function.
This paper presents a direct method for small wind turbine blade design and optimization.
In the Appendix, we present a direct method for checking stratifiability of TBoxes.
In the "Appendix" we present a direct method for checking stratifiability of a TBox without using translation.
For mass matrices that can be expressed as tensor products of lower dimensional matrices, we present a direct method that has linear computational complexity, i.e., O(N), where N is the total number of degrees of freedom in the system.
However, in the present literature, there is no direct method to measure these strengths distinctively.
In present work, we utilized the direct method to calculate the elastic constants C11 and C12 for two types of EAM potentials.
