weight function वाक्य
उदाहरण वाक्य
मोबाइल
- A matroid with an associated weight function is called a weighted matroid.
- Where the test / weight functions are irrotational.
- For technical reasons it is also often convenient only to consider positive weight functions.
- Weight functions are given as follows:
- Note that Gaussian quadrature can also be adapted for various weight functions, but the technique is somewhat different.
- He developed the analytical theory of the weight functions and the method of the mathematical models diagnostics on its base.
- WACA ( Weighted Application-aware Clustering Algorithm ) uses a heuristic weight function for self-organized cluster creation.
- For the test / weight functions one would choose the irrotational vector elements obtained from the gradient of the pressure element.
- The polynomial is said to be an orthogonal polynomial of degree " n " associated to the weight function.
- In Gaussian quadrature, different weight functions lead to different orthogonal polynomials, and thus different roots where the integrand is evaluated.
- A more general definition associates non-negative weight functions ins ( ), del ( ) and sub (, ) with the operations.
- Perhaps a more serious overhead to importance sampling is the time taken to devise and program the technique and analytically derive the desired weight function.
- The most common case is w ( x ) = 1, as above, but in certain applications a different weight function is desirable.
- A weight function \ rho assigns a non-negative number called a "'weight "'to each tile of T.
- If we want to find a minimum spanning tree instead, we simply " invert " the weight function by subtracting it from a large constant.
- In this case the singularity can be pulled into the weight function w ( x ) and its analytical properties can be used to compute W _ k accurately beforehand.
- Typically, the weight function w ( x ) and ranges a, b are chosen for a specific problem, and leads to one of the different forms of the quadrature.
- Since the same weight function is generally used for many integrands f ( x ), however, one can afford to compute these W _ k numerically to high accuracy beforehand.
- More generally, one can pose the problem of integrating an arbitrary f ( x ) against a fixed " weight function " w ( x ) that is known ahead of time:
- Many more optimization problems about all sorts of matroids and weight functions can be solved in this trivial way, although in many cases more efficient algorithms can be found that exploit more specialized properties.
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