Приклади вживання Approximate solution Англійська мовою та їх переклад на Українською
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Here we give only approximate solutions of these preparations.
The only possibility is to use a computer to find an approximate solution.
This is done by creating an approximate solution when the classical solution fails.
The construction of the guaranteed quality assessments of the problem approximate solution;
Therefore, various methods of numerical(approximate) solution of systems of linear equations have been developed.
We do not question its validity; we question the validity of the approximate solutions.
In the paper, the method of approximate solution of boundary integral equations of the original problem is proposed.
The adiabatic quantum computer used by the Orionsystem is intended to quickly compute an approximate solution.[26].
Calculation of long-term strength, using the approximate solution of the diffusion equation.
The convergence of approximate solutions to the exact solution of the original problem is guaranteed by the propositions proved in the paper.
By plotting the I-V curves, it is possible to obtain an approximate solution to any arbitrary degree of accuracy.
Each iteration updates an approximate solution to the optimization problem by taking a step in the direction of the negative of the gradient of the objective function.
For example,molecules can be modeled by molecular orbital models that are approximate solutions to the Schrödinger equation.
Comparison of exact and approximate solutions of the Schumann resonance problem for the knee conductivity profile.
With subsequent divisions, at some point an actual solution will be obtained whose cost isequal to the best lower bound obtained for any of the approximate solutions.
Sokolov's method was applied to obtain approximate solutions(16) of the linear operator equation(2) in a Banach space.
In order to find other solutions, there is an active field of study known as numericalrelativity in which supercomputers are used to find approximate solutions to the equations.
The convergence of a new extragradient-type method for the approximate solution of variational inequalities with pseudomonotonіс and Lipschitz-continuous operators acting in a finite-dimensional linear normed space is proved.
Truncation errors are committed when an iterative method is terminated ora mathematical procedure is approximated, and the approximate solution differs from the exact solution. .
In special cases, an exact or approximate solution to these equations can be worked out by hand, but for very accurate answers in complex cases, computer methods like finite element analysis may be required.
Gradient descent(alternatively,"steepest descent" or"steepest ascent"): A(slow) method of historical and theoretical interest,which has had renewed interest for finding approximate solutions of enormous problems.
Here he managed to solve a number of complex problems andcreate their own method of approximate solution of integral and differential equations, now known as the method of functional amendments YD Sokolov.
Truncation and discretization error[edit] Truncation errors are committed when an iterative method is terminated ora mathematical procedure is approximated, and the approximate solution differs from the exact solution. .
A new method of the extragradient type for the approximate solution of variational inequalities with pseu-domonotone and Lipschitz-continuous operators acting in a finite-dimensional linear normed space is proposed.
According to Geordie Rose, founder and Chief Technology Officer of D-Wave, NP-complete problems"are probably not exactly solvable, no matter how big, fast or advanced computers get"; theadiabatic quantum computer used by the Orion system is intended to quickly compute an approximate solution.
In addition to the computation of values of functions, interpolation has numerous otherapplications(for example, approximate integration, approximate solution of equations, and, in statistics, the smoothing of distribution series with the aim of eliminating random distortions).
To solve problems, researchers may use algorithms that terminate in a finite number of steps, or iterative methods that converge to a solution(on some specified class of problems),or heuristics that may provide approximate solutions to some problems(although their iterates need not converge).
Despite this big advantage predicted properties are normally only used in earlysteps of the process development to find first approximate solutions and to exclude wrong pathways because these estimation methods normally introduce higher errors than correlations obtained from real data.
The input vector x0 can be an approximate initial solution or 0.
The approximate effective solution of the problem on the nonstationary stress concentration near a spherical crack located inside the tapered shaft under the influence of the impact tangential stresses on its face has been obtained.