In the present report it is proved that for a priori given numbers ρ∈(1,+∞) and L∈R+=(0,∞) there is a distribution {pn}1∞ with the following properties: {pn}1∞ varies regularly as n→+∞ with exponent (−ρ), exhibits the constant slowly varying component L, and {logpn}1∞ is downward convex.
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Mathematics
, 2025, Issue 1, pp. 1–10
ISSN Online: 0000-0000
DOI:
10.xxxx/example-doi