Примери за използване на Zeta function на Английски и техните преводи на Български
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There are a number of related zeta functions that can be considered to be generalizations of the Riemann zeta function.
in particular relating them to the zeta function.
an infinitesimal proportion of the zeros of the zeta function lie in a small neighbourhood of the line s= 1/2.
In 1949 he raised certain conjectures about the congruence zeta function of algebraic varieties over finite fields.
Vallée Poussin's only contributions to prime numbers were contained in two papers on the Riemann zeta function which he published in 1916.
summation of divergent series, Fourier series, the Riemann zeta function, and the distribution of primes.
Riemann studied the convergence of the series representation of the zeta function and found a functional equation for the zeta function.
First, the analogue of the Riemann conjecture for the zeta function of a curve over finite fields.
In 1914 they proved the Bohr- Landau theorem on the distribution of zeros of the zeta function.
In England he began studying the zeta function and this, like almost periodic functions,
He studied the Riemann zeta function, and its extension to arbitrary number fields,
in studying the Riemann zeta function.
the Riemann zeta function and related number-theoretic functions. .
For 35 years he collaborated with G H Hardy working on the theory of series, the Riemann zeta function, inequalities, and the theory of functions. .
conjectures that Riemann received ideas in conversations with Eisenstein which led to his famous paper on the zeta function.
agreeing with the Euler zeta function for real numbers greater than 1.
if the damping of large-frequency excitations corresponding to analytic continuation of the Riemann zeta function to s= 0 is assumed to make sense physically in some way, then one has.
the Riemann zeta function, general Fourier type transformations,
As a student of Titchmarsh in Oxford in the years immediately before the second world war it was natural that Guinand's research interests should be directed into the field of Fourier analysis and the Riemann zeta function….
Zeta functions including applications to class numbers.