Приклади вживання Lagrange Англійська мовою та їх переклад на Українською
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Lagrange solved this problem in 1755 and sent the solution to Euler.
Since our founding in 1831, LaGrange College has offered a beautiful, intimate setting.
We don't know what might find,so just going to find out what is in the Lagrange points L4 and L5.
The two-dimensional Lagrange stream function was introduced by Joseph Louis Lagrange in 1781.
In a fine example of applied Newtonian physics,ESA's Gaia space telescope is placed on a Lagrange Point(L2, specifically).
So Archimedes and Lagrange were born in present-day Italy, Bolyai in Romania, Hilbert in Russia, etc.
A halo orbit is a periodic, three-dimensional orbit near the L1,L2 or L3 Lagrange point in the three-body problem of orbital mechanics.
In 1770, Lagrange proved that every positive integer can be expressed as a sum of four squares.
Evolution of rotational motions of a rigid body close to the Lagrange case under the action of an unsteady torque of forces(in ukrainian).
In each of the Lagrange equations, T is the total kinetic energy of the system, and V the total potential energy.
Defended Doctoral thesis«Algorithms of undifferentiated optimization and Lagrange' dual evaluations in complex extremal problems».
Although the Lagrange point is just a point in empty space, its peculiar characteristic is that it can be orbited.
Key words: self-diffusion coefficient, collective and one-particle components of self-diffusion coefficient,Maxwell relaxation time, Lagrange particle.
When all the Lagrange multipliers satisfy the KKT conditions(within a user-defined tolerance), the problem has been solved.
The principle of least action was first formulated by Maupertuis[1] WEB in 1746 and further developed(from 1748 onwards)by the mathematicians Euler, Lagrange, and Hamilton.
He had already prepared a replacement in April 2019 at the Lagrange point L2 of the system Sun-Earth will be displayed in the telescope“Spektr-RG”.
LaGrange College's 25-month program combines two-week immersion experiences on campus in the summer with the flexibility of online coursework to be completed in the fall and spring semesters.
Because of thelinear equality constraint involving the Lagrange multipliers α i{\displaystyle\alpha_{i}}, the smallest possible problem involves two such multipliers.
A better form of the interpolation polynomial for practical(or computational)purposes is the barycentric form of the Lagrange interpolation(see below) or Newton polynomials.
Keywords: method of Lagrange multipliers, necessary conditions of optimality, optimal control, quadratic functional, system of differential Riccati equations.
Six months after the spacecraft reaches the desired orbit at the Lagrange point L2, a landing gear with a moon rover will be sent to the side of the Moon.
The problem of the creation of investment portfolio management multi-model was determined- model of overall risk for possible forecast horizon minimization,that is made by using the theory of Lagrange multipliers and forecasting methods, was created and analyzed.
At the end of the century, Lagrange in his Théorie des fonctions analytiques(1797) opined that the lack of rigour precluded further development in calculus.
Willey has designed books for the product designer Tom Dixon, the photographers Martin Parr,Frederic Lagrange and Stacey Baker; and the chef Florence Knight.
The satellite will be located in one of the Lagrange points, where the gravitational pull of the SunEarth and cancel each other, so that the machine remains at this point in a certain fixed position.
In this book Gauss brings together results in number theory obtained by mathematicians such as Fermat,Euler, Lagrange and Legendre and adds many important new results of his own.
After launching into space and the position in Lagrange point 2 of a gravitational system the Earth-the Sun, 2160-pound telescope Euclid will spend six years, studying and mapping 2 billion galaxies, located in different corners of the Universe.
If you want to calculate the coordinates of the fall(it is located to the West of the crater Lagrange H.), this place will be able to take American machine Lunar Reconnaissance Orbiter.
As the following derivation shows, no new physics is introduced,so the Lagrange equations can describe the dynamics of a classical system equivalently as Newton's laws.
The SMO algorithm can be considered a special case of the Osuna algorithm,where the size of the optimization is two and both Lagrange multipliers are replaced at every step with new multipliers that are chosen via good heuristics.