Purpose ‐ This paper attempts to establish the general formula for computing the inverse of grey matrix, and the results are applied to solve grey linear programming. The inverse of a grey matrix and grey linear programming plays an important role in establishing a grey computational system. ...
Besides, we also present an approach to construct the recovery matrix that we use in the general model. 4.1. Bit flipping for a single boolean attribute Bit flipping is a classical method to perturb binary values. Let an ordered multi-set T={ti∈{0,1}} denote the raw dataset, bit ...
Modified Mbius inverse formula and its applications in physics A new theorem of inverse formula is introduced for a kind of infinite series. Thus some new results for important inverse problems in physics are presented... N Chen - 《Physical Review Letters》 被引量: 217发表: 1990年 Cores of...
Of course, it is advantageous to prove the nonsingularity of the matrix T of form (1.1) before considering the problem of finding its inverse. A very efficient and reliable algorithm for this purpose is the DETGTRI algorithm given in [3]. To the best of our knowledge, the first complete...
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Library of General Functions (LGF) for SIMATIC S7-1200/S7-1500 STEP 7 Basic/Professional V16 (TIA PORTAL) https://support.industry.siemens.com/cs/ww/en/view/109479728 Siemens Industry Online Support Legal information Legal information Use of application examples Application examples illus...
The learning control scheme is formulated with three elements: general solution of inverse kinematics with pseudo inverse of Jacobian matrix to achieve main ... D Matsuura,N Iwatsuki - 《Jamdsm》 被引量: 10发表: 2008年 Analytical formula for the pseudoinverse and its application for singular pa...
Intersections of matrix Lie groups are also Lie groups. The special metric-preserving groups are intersections of the special linear groups SL(n; F) ⊂ GL(n; F) (with F = Q, SL(n; Q) is defined as described above) and the metric-preserving subgroups U(n; F) ⊂ GL(n; F): ...
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