Weighted inequalities for monotone and concave functions
Tom 116 / 1995
Studia Mathematica 116 (1995), 133-165
DOI: 10.4064/sm-116-2-133-165
Streszczenie
Characterizations of weight functions are given for which integral inequalities of monotone and concave functions are satisfied. The constants in these inequalities are sharp and in the case of concave functions, constitute weighted forms of Favard-Berwald inequalities on finite and infinite intervals. Related inequalities, some of Hardy type, are also given.
