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- 矩陣的廣義Cholesky分解generalized Cholesky factorization of matrix
- 廣義Cholesky分解generalized Cholesky factorization
- Cholesky分解Cholesky decomposition
- 對稱(chēng)三對角矩陣與周期Jacobi矩陣的廣義逆The symmetric tridiagonal matrices and the generalized inverse of periodic Jacobi matrix
- 不完全Cholesky分解預處理incomplete Cholesky decomposition precondition
- 摘要利用矩陣的廣義奇異值分解，得到了線(xiàn)性矩陣方程A(上標T)XA=B有中心斜對稱(chēng)解的充分必要條件及其通解的表達式。Using the general singular value decomposition of matrices, the necessary and sufficient conditions for the expressions for the centroskew symmetric solutions of the linear matrix equation A(superscript T)XA=B are established.
- 實(shí)踐，在馮契的廣義認識論中，既是人的主體能動(dòng)性本身，又是人的主體能動(dòng)性的確證。Practice, in Feng Qi's Broader Epistemology, is both the subjective activity itself of human being, and its affirmation.
- 并在例子部分對歐元、加元、英鎊的匯率收益建立了BEKK和Cholesky分解模型。 重點(diǎn)關(guān)注相關(guān)系數隨時(shí)間變化這一特征。In the later part of the paper we established 3-variable BEKK model and Cholesky decomposition model including three exchange rates: Euros, Canadian dollars, pound sterling and focus on the time-varying correlation coefficient.
- 論利用相似矩陣的性質(zhì)來(lái)確定矩陣中未知元素方法的完整性On the Integrality of the Methods by Using the Properties of Similar Matrices to Confirm Unknown Elements
- 超立方體多處理機系統中基于擴展最優(yōu)通路矩陣的容錯路由A Fault-Tolerant Routing Strategy Based on Extended Optimal Path Matrices in Hypercube Multi-Computers
- 專(zhuān)家系統的廣義推理控制策略研究及其在慣導系統中的應用Generalized Inferential Control Strategy for Expert System and its Application in Inertial Navigation System
- 論矩陣的方根ON ROOT OF A MATRIX
- 帶閾值的廣義雙向細胞聯(lián)想神經(jīng)網(wǎng)絡(luò )GCBAM及其穩定性質(zhì)研究Research on Generalized Bi-directional Cell Neural Network GCBAM with Threshold and Its Stability
- 冪等矩陣的刻劃A Description of the Idempotent Matrix
- 數組的廣義轉置Generalized transpose of an array
- 關(guān)于Jacobi矩陣的特征值反問(wèn)題可解的充分必要條件的一個(gè)注記A Note on Necessary and Sufficient Conditions for the Jacobi Matrix Inverse Eigenvalue Problem
- 該文將DCV方法推廣到非線(xiàn)性領(lǐng)域,將兩次Gram-Schmidt正交化過(guò)程,轉化為只需計算兩個(gè)核矩陣和進(jìn)行一次Cholesky分解完成,且得到的非線(xiàn)性Fisher鑒別矢量有標準正交的性質(zhì)。In this paper, the DCV is extended to nonlinear case, by performing the Gram-Schmidt orthogonalization twice in feature space, which involving computing two kernel matrices and performing a Cholesky decomposition of a kernel matrix.
- 可微的廣義同步differentiable generalized synchronization
- 矩陣的特征分析eigenanalysis of matrix
- 等價(jià)的廣義測度equivalent signed measures
