decomposition algorithm वाक्य
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- The Crout matrix decomposition algorithm differs slightly from the Doolittle method.
- One particular technique in linear programming which uses this kind of approach is the Dantzig Wolfe decomposition algorithm.
- The LU reduction algorithm is modified version of the LU decomposition algorithm in that it can be highly parallelized.
- Parallel algorithms allow the load to be distributed among CPUs; an example is the spatial or force decomposition algorithm.
- Together, with other optimization algorithms, such as the Dantzig-Wolfe decomposition algorithm, these components drive optimization.
- There is also an improved method using the four-component decomposition algorithm, which was introduced for the general POLSAR data image analyses.
- The use of Householder transformations is inherently the most simple of the numerically stable QR decomposition algorithms due to the use of reflections as the mechanism for producing zeroes in the " R " matrix.
- The LRSLibrary provides a collection of low-rank and sparse decomposition algorithms in MATLAB . The library was designed for motion segmentation in videos, but it can be also used or adapted for other computer vision.
- For instance, we could use four 16?6 problems, and there's a chance that solving these will be better than solving a single 64?4 problem even if the domain decomposition algorithm needs to iterate a few times.
- Any graph has a uniquely recursive decomposition into modules, its modular decomposition, which can be constructed from the graph in linear time; modular decomposition algorithms have applications in other graph algorithms including the recognition of comparability graphs.
- The varieties in the above Theorem are called the "'irreducible components "'of and can be regarded as a natural output for a decomposition algorithm, or, in other words, for an algorithm solving a system of equations in.
- By the LU decomposition algorithm, an invertible matrix may be written as the product of a lower triangular matrix " L " and an upper triangular matrix " U " if and only if all its leading principal minors are non-zero.
- Custom hybrid and decomposition algorithms can be constructed using the GMP system library which makes available at the modeling level many of the basic building blocks used internally by the higher level solution methods present in AIMMS, matrix modification methods, as well as specialized steps for customizing solution algorithms for specific problem types.
- In its original formulation, BDD performs well only for 2nd order problems, such elasticity in 2D and 3D . For 4th order problems, such as plate bending, it needs to be modified by adding to the coarse problem special basis functions that enforce continuity of the solution at subdomain corners, P . Le Tallec, J . Mandel, and M . Vidrascu, " A Neumann & ndash; Neumann domain decomposition algorithm for solving plate and shell problems ", SIAM Journal on Numerical Analysis, 35 ( 1998 ), pp . 836 & ndash; 867.
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