Примери за използване на Infinite series на Английски и техните преводи на Български
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In 1908 he published his only large treatise An introduction to the theory of infinite series which was based on lectures on analysis he had given at Galway. Hardy said.
You will see I have even found a function which exactly represents the number of prime numbers less than X in the form of an infinite series.
There cannot be an infinite series of tree-seed-tree-seed, because no series is infinite- it cannot go on forever.
If you disregard the very simplest cases, there is in all of mathematics not a single infinite series whose sum had been rigorously determined.
none are particularly important and some, such as his work on infinite series, are clearly incorrect.
With the exception of the geometrical series, there does not exist in all of mathematics a single infinite series the sum of which has been rigorously determined.
The recommendation to Ramanujan that he read Bromwich 's Theory of infinite series did not please Ramanujan much.
Cauchy was the first to make a rigorous study of the conditions for convergence of infinite series in addition to his rigorous definition of an integral.
is the important integral test for the convergence of an infinite series.
Fourier had assumed that for bounded functions term by term integration of an infinite series representing the function was possible.
continued fractions, and infinite series.
results obtained with the method of infinite series which Newton had discovered in about 1664.
By 1689 he had published important work on infinite series and published his law of large numbers in probability theory.
Other work done by Euler on infinite series included the introduction of his famous Euler's constant γ,
While that's a nice anecdote to tell a classroom of sleepy Limits and Infinite Series students, like so many other such historical anecdotes,
He wrote a Master's thesis on convergence of infinite series at the University of Moscow which he submitted
was thought of as a method of expanding solutions of fluxional equations in infinite series.
then mashes it with some other inputs to generate an infinite series of values.
complex numbers, infinite series, algorithms and calculus.
limits, infinite series, and analytic functions.