Examples of using Euler in English and their translations into Tagalog
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And the Euler approximation.
Others have compared him with Euler.
A sum involving Euler totient function.
Which had already been considered by Euler.
All of these have Euler characteristic 2.
One could claim that mathematical analysis began with Euler.
Probabilistic approach to the Euler totient function.
Euler conjectured there was no solution to this problem.
In a letter to a friend Euler wrote.
Euler was a strong opponent of the Leibniz and Wolff philosophy.
He also worked on the Euler- Maclaurin summation formula.
Euler diagram showing the types of bodies orbiting the Sun.
The scientists assisting Euler were not mere secretaries;
Euler served as a medical lieutenant in the Russian navy from 1727 to 1730.
Such a path is called an Euler circuit or Eulerian cycle.
Euler undertook an unbelievable amount of work for the Academy.
Such a walk is called an Eulerian circuit or an Euler tour.
Euler called this new branch of geometry geometria situs(geometry of place), but it is now known as topology.
Two years later Stirling replied telling Euler that Maclaurin.
At around the same time Euler used Padé-type approximation to find the sum of a series.
Prove that andare concurrent in a point on the Euler line of triangle.
This is sometimes called the Euler circle but this incorrectly attributes the result.
In this category were manuscripts by Fermat,Descartes, Euler, d'Alembert and Arbogast.
Calinger suggests that Euler's left eye became blind from a later cataract rather than eyestrain.
Talbot wrote papers on elliptic integrals,building on work of Euler, Legendre, Jacobi and Abel.
In Mechanica Euler considered the motion of a point mass both in a vacuum and in a resisting medium.
Problems in mathematical physics had led Euler to a wide study of differential equations.
Euler also studied Fourier series and in 1744 he was the first to express an algebraic function by such a series when he gave the result.
This answered questions of Leibniz and Euler and followed results obtained by Hardy and Ramanujan.
The work, on equal area plane projections of the sphere,built on ideas of Euler, Lagrange and Chebyshev.