Add to ORKGWe investigate the existence and uniqueness of solutions of the functional equation , , where are closed intervals, and , are some continuous piecewise monotone functions. A fixed point principle plays a crucial role in the proof of our main result.</p
We consider the class of dynamical systems that arises when inputs and outputs of a linear system ar...
On the uniqueness of continuous solutions of functional equations by Boles law Gawe l (Katowice) Abs...
A continuous, real function is strictly monotone over any domain interval that contains no critical ...
We investigate the existence and uniqueness of solutions ϕ: I → J of the functional equation ϕfx ...
this paper we consider the family M of functions which are piecewise monotone but not necessarily co...
summary:We consider the functional equation $f(xf(x))=\varphi (f(x))$ where $\varphi \: J\rightarrow...
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...
summary:We consider the functional equation $f(xf(x))=\varphi (f(x))$ where $\varphi \: J\rightarrow...
We deal with the functional equation where functions F and g are given, defined in open subsets of ...
AbstractBy mixed monotone method, the existence and uniqueness are established for singular (k, n - ...
We prove uniqueness theorems in the class of piecewise Lipschitz continuous solutions of the Cauchy-...
AbstractIn this paper, a class of mixed monotone operators with convexity and concavity are investig...
We propose a new approach to the issue of existence and uniqueness of solutions to the Bellman equat...
AbstractWe consider here a type of pseudo-monotone parametric variational inequalities on a class of...
We consider the class of dynamical systems that arises when inputs and outputs of a linear system ar...
On the uniqueness of continuous solutions of functional equations by Boles law Gawe l (Katowice) Abs...
A continuous, real function is strictly monotone over any domain interval that contains no critical ...
We investigate the existence and uniqueness of solutions ϕ: I → J of the functional equation ϕfx ...
this paper we consider the family M of functions which are piecewise monotone but not necessarily co...
summary:We consider the functional equation $f(xf(x))=\varphi (f(x))$ where $\varphi \: J\rightarrow...
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...
summary:We consider the functional equation $f(xf(x))=\varphi (f(x))$ where $\varphi \: J\rightarrow...
We deal with the functional equation where functions F and g are given, defined in open subsets of ...
AbstractBy mixed monotone method, the existence and uniqueness are established for singular (k, n - ...
We prove uniqueness theorems in the class of piecewise Lipschitz continuous solutions of the Cauchy-...
AbstractIn this paper, a class of mixed monotone operators with convexity and concavity are investig...
We propose a new approach to the issue of existence and uniqueness of solutions to the Bellman equat...
AbstractWe consider here a type of pseudo-monotone parametric variational inequalities on a class of...
We consider the class of dynamical systems that arises when inputs and outputs of a linear system ar...
On the uniqueness of continuous solutions of functional equations by Boles law Gawe l (Katowice) Abs...
A continuous, real function is strictly monotone over any domain interval that contains no critical ...