Add to ORKGA continuous, real function is strictly monotone over any domain interval that contains no critical points in its interior
summary:It is shown that a monotone function acting between euclidean spaces $R^n$ and $R^m$ is cont...
AbstractWe introduce the notion of strict domain of attraction in the context of monotone probabilit...
An introduction contains the short methodological agreement on symbols and on terms, on concepts and...
Monotonicity of functions were of great interest of many mathematicians. Starting from the well know...
1. It is an elementary but useful fact that a real monotone function f(x) on an at most countable nu...
AbstractIf X is a partially ordered set and Y is totally ordered, there is a natural interpretation ...
Functions which are monotone close to boundary are defined. Some oscillation estimates are given for...
summary:We provide a characterisation of monotone normality with an analogue of the Tietze-Urysohn t...
In the note, the authors give several remarks on the paper in "Chen and Haigang Zhou On completely m...
Abstract. A function f: (0, ∞) → R is said to be completely monotonic if (−1) n f (n) (x) ≥ 0 for ...
AbstractLet LNdenote the class of functions defined byf∈LN⇔(−1)kf(k)(t)≥0,∀t>0, ∀k, 0≤k≤N.ForN→∞ we ...
For certain types of functions expressible with formula (equivalently: functions from classes closed...
For certain types of functions expressible with formula (equivalently: functions from classes closed...
summary:It is shown that a monotone function acting between euclidean spaces $R^n$ and $R^m$ is cont...
In this short note, we show that a function f from a topological vector space E into R is uniformly ...
summary:It is shown that a monotone function acting between euclidean spaces $R^n$ and $R^m$ is cont...
AbstractWe introduce the notion of strict domain of attraction in the context of monotone probabilit...
An introduction contains the short methodological agreement on symbols and on terms, on concepts and...
Monotonicity of functions were of great interest of many mathematicians. Starting from the well know...
1. It is an elementary but useful fact that a real monotone function f(x) on an at most countable nu...
AbstractIf X is a partially ordered set and Y is totally ordered, there is a natural interpretation ...
Functions which are monotone close to boundary are defined. Some oscillation estimates are given for...
summary:We provide a characterisation of monotone normality with an analogue of the Tietze-Urysohn t...
In the note, the authors give several remarks on the paper in "Chen and Haigang Zhou On completely m...
Abstract. A function f: (0, ∞) → R is said to be completely monotonic if (−1) n f (n) (x) ≥ 0 for ...
AbstractLet LNdenote the class of functions defined byf∈LN⇔(−1)kf(k)(t)≥0,∀t>0, ∀k, 0≤k≤N.ForN→∞ we ...
For certain types of functions expressible with formula (equivalently: functions from classes closed...
For certain types of functions expressible with formula (equivalently: functions from classes closed...
summary:It is shown that a monotone function acting between euclidean spaces $R^n$ and $R^m$ is cont...
In this short note, we show that a function f from a topological vector space E into R is uniformly ...
summary:It is shown that a monotone function acting between euclidean spaces $R^n$ and $R^m$ is cont...
AbstractWe introduce the notion of strict domain of attraction in the context of monotone probabilit...
An introduction contains the short methodological agreement on symbols and on terms, on concepts and...