summary:In this paper we establish the distribution of prime numbers in a given arithmetic progression $p \equiv l \hspace{4.44443pt}(\@mod \; k)$ for which $ap + b$ is squarefree
summary:This article deals with the value distribution of multiplicative prime-in\-de\-pendent arith...
This thesis includes four chapters. In Chapter 1, we briefly introduce the history and the main resu...
This paper we discuss a problem on the distribution of prime multiplets in arithmetic prigressions. ...
summary:In this paper we establish the distribution of prime numbers in a given arithmetic progressi...
summary:In this paper we establish the distribution of prime numbers in a given arithmetic progressi...
summary:A classical result in number theory is Dirichlet's theorem on the density of primes in an ar...
summary:A classical result in number theory is Dirichlet's theorem on the density of primes in an ar...
AbstractThe author gives remainder estimates for squarefree integers in arithmetic progressions corr...
Let ε>0 be sufficiently small and let 0<η<1/522 . We show that if X is large enough in terms of ε , ...
Dirichlet’s theorem on primes in arithmetic progressions states that for any positive integer q and ...
peer reviewedDirichlet’s theorem on primes in arithmetic progressions states that for any positive i...
: We show that, for any fixed " ? 0, there are asymptotically the same number of integers up to...
Gerard and Washington proved that, for k > -1, the number of primes less than xk+1 can be well ap...
Gerard and Washington proved that, for k > -1, the number of primes less than xk+1 can be well ap...
This thesis includes four chapters. In Chapter 1, we briefly introduce the history and the main resu...
summary:This article deals with the value distribution of multiplicative prime-in\-de\-pendent arith...
This thesis includes four chapters. In Chapter 1, we briefly introduce the history and the main resu...
This paper we discuss a problem on the distribution of prime multiplets in arithmetic prigressions. ...
summary:In this paper we establish the distribution of prime numbers in a given arithmetic progressi...
summary:In this paper we establish the distribution of prime numbers in a given arithmetic progressi...
summary:A classical result in number theory is Dirichlet's theorem on the density of primes in an ar...
summary:A classical result in number theory is Dirichlet's theorem on the density of primes in an ar...
AbstractThe author gives remainder estimates for squarefree integers in arithmetic progressions corr...
Let ε>0 be sufficiently small and let 0<η<1/522 . We show that if X is large enough in terms of ε , ...
Dirichlet’s theorem on primes in arithmetic progressions states that for any positive integer q and ...
peer reviewedDirichlet’s theorem on primes in arithmetic progressions states that for any positive i...
: We show that, for any fixed " ? 0, there are asymptotically the same number of integers up to...
Gerard and Washington proved that, for k > -1, the number of primes less than xk+1 can be well ap...
Gerard and Washington proved that, for k > -1, the number of primes less than xk+1 can be well ap...
This thesis includes four chapters. In Chapter 1, we briefly introduce the history and the main resu...
summary:This article deals with the value distribution of multiplicative prime-in\-de\-pendent arith...
This thesis includes four chapters. In Chapter 1, we briefly introduce the history and the main resu...
This paper we discuss a problem on the distribution of prime multiplets in arithmetic prigressions. ...
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