Примери коришћења Approximations на Енглеском и њихови преводи на Српски
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They're always approximations.
These approximations are only valid under restricted conditions.
Mathematical models are approximations.
These approximations converge to the function only in the region -1< x≤ 1;
Calvino's directions are only approximations.
We simply manage some approximations, we simplify the equations.
Filter margins, frequency transformations, approximations.
Numerical approximations sometimes result from using a small number of significant digits.
However, it can be used to obtain more accurate approximations for the derivative.
Analytic and numeric approximations to solutions of perturbed stochastic differential equations.
For x> 1,the Taylor polynomials of higher degree are worse approximations.
In mathematical finance, second-order approximations are known as convexity corrections.
For x> 1,Taylor polynomials of higher degree provide worse approximations.
In practice, however, it is impossible to eliminate all approximations, and residual error inevitably remains.
Beyond some x> 1,the Taylor polynomials of higher degree are increasingly worse approximations.
Shading may be based on physical laws, their approximations or purely artistic intent.
Approximations might also be used if incomplete information prevents use of exact representations.
This is here to serve as approximations based on a hypothetical film which has never been made.".
Linear differential equations frequently appear as approximations to nonlinear equations.
These approximations are useful to find better seeds for iterative algorithms, which results in faster convergence.
Outside of this region the higher-degree Taylor polynomials are worse approximations for the function.
Simulations can provide close approximations to the real behaviour of a protocol under various scenarios.
Integral representations of special functions will enable constructions of fast and efficient algorithms for calculating special functions and integral transformations.Keywords: approximation of operators; interpolation; orthogonality; quadratures; differential equations Project description Approximations of functions, functionals and operators are the main part of the Approximation Theory and a basis for the development of numerical and symbolic methods.
Although various approximations may be used, these are based on theoretical considerations, not on empirical fitting.
Starting from an initial guess,iterative methods form successive approximations that converge to the exact solution only in the limit.
Approximations of the average number of operations formerly put forward for other sequences fail when sorted arrays contain millions of elements.
In an analogous way, one can obtain finite difference approximations to higher order derivatives and differential operators.
While higher-order approximations exist and are crucial to a better understanding and description of reality, they are not typically referred to by number.
Although Bill's speech contains omissions and approximations, his speech is still 75% understandable to friends and family.