Local and global comparison of generalized Bajraktarevi\'c means
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Throughout this paper, the symbols R and R+ will stand for the sets of real and positive real numbers, respectively, and I will always denote a nonempty open real interval. Given a strictly monotone continuous function f : I → R and an n-tuple of positive valued functions p = (p1, . . . , pn) : I → R n +, the n-variable generalized Bajraktarević mean Af,p : I n → I is given by the following formula:
[1] Richard Grünwald,et al. On the equality problem of generalized Bajraktarević means , 2019, Aequationes mathematicae.
[2] A. Zakaria,et al. On the local and global comparison of generalized Bajraktarević means , 2017, 1703.02354.
[3] L. Losonczi. Inequalities for integral mean values , 1977 .
[4] N. Armstrong. Comparison of Mean Values , 2006 .
[5] Z. Páles,et al. Comparison of means generated by two functions and a measure , 2008 .