THE EXPERIENCE OF GROUP PSYCHOTHERAPY IN PATIENTS WITH BULIMIA DISORDERS USING INTERNET RESOURCES
Zhurnal Nevrologii i Psihiatrii imeni S.S. Korsakova. Vol. 110. 2010. P. 94-95
The result of Golubov [5, Theorem 2] on the boundedness of the Hardy-Littlewood operator Bf(x) := 1/x integral(x)(0)f(x)dt in the space BMO(R) is well known. The author of the present paper solves the analogous problem in the weighted space BMO on the semi-axis R(+) for the operator T(w)f(x) := 1/W(x) integral(x)(0)f(t)w(t)dt, and also in the classical space BMO(R(+)) for a class of integral operators involving, for example, the Riemann-Liouville fractional integral.