On the Asymptotic Behaviour of the Ideal Counting Function in Quadratic Number Fields.
On the asymptotic distribution of the powers of -matrices
On the asymptotic formulae for some functions connected with powers of the zeta function
On the asymptotic formulas for powerful numbers.
On the asymptotics of the number of p̅-core partitions of integers
On the asymptotics of the number of reduced integral quadratic forms with a condition of divisibility of the first coefficients.
On the asypmtotic formula of Kuznetsov and existence of generic cusp forms.
On the average behavior of the Fourier coefficients of th symmetric power -function over certain sequences of positive integers
We investigate the average behavior of the th normalized Fourier coefficients of the th ( be any fixed integer) symmetric power -function (i.e., ), attached to a primitive holomorphic cusp form of weight for the full modular group over certain sequences of positive integers. Precisely, we prove an asymptotic formula with an error term for the sum where is sufficiently large, and When , the error term which we obtain improves the earlier known result.
On the average growth of random Fibonacci sequences.
On the average length of finite continued fractions
On the Average Number of Direct Factors of a Finite Abelian Group.
On the average number of direct factors of a finite abelian group
On the average number of direct factors of a finite Abelian group
On the average number of direct factors of a finite abelian group (“sur les variété abéliennes”)
On the average number of direct factors of finite abelian groups
On the average number of direct factors of finite abelian groups (II)
On the average number of unitary factors of finite abelian groups
On the average number of unitary factors of finite abelian groups
On the average of character sums for a group of characters
On the average of inversion of Dirichlet’s -functions