The divisors of integers II
Corrigendum to the paper "On the probability that n and f(n) are relatively prime"
On the probability that n and f(n) are relatively prime
The divisors of integers I
The distribution of f(d) (mod 1)
On the constant β(k) in Rosser's sieve
Some properties of the sequence {p -1}
Halving an estimate obtained from Selberg's upper bound method
On the probability that n and f(n) are relatively prime III
A conjecture of Erdös in number theory
On the probability that n and f (n) are relatively prime II
The propinquity of divisors
On consecutive Farey arcs II
Extreme values of the Riemann zeta-function on short zero intervals
On the stationary points of Hardy's function Z(t)
On the values of Euler's φ-function
Some distribution problems concerning the divisors of integers
On consecutive Farey arcs
On the local behaviour of some arithmetical functions
The average orders of Hooley’s -functions, II
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