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RISStrong quasi-continuity of set-valued functions
By means of topological games, we will show that under certain circumstances on topological spaces X , Y and Z , every two variable set-valued function F:X times Y to 2^Z is strongly upper (resp. lower) quasi-continuous provided that F...
Alternative growth functions for predicting body, carcass, and breast weight in ducks: Lomolino equation and extreme value function
Alternative growth functions for predicting body, carcass, and breast weight in ducks: Lomolino equation and extreme value function
In this study, 2 alternative growth functions, the Lomolino and the extreme value function
(EVF), are introduced and their ability to predict body, carcass, and breast weight in ducks evaluated.
A comparative study was carried out...
Fixed point theorems for set-valued mappings in b-metric spaces
We will establish set-valued version of Suzuki's fixed point theorem when the underling space is a complete $b$-metric. Our method enable us to prove set-valued versions of Hardy-Rogers and \\^{C}iri\\'{c} fixed point ...
points of upper and lower semi-continuity of multi-valued functions
In this paper, we will investigate joint upper and lower semi-continuity of two-variable set-valued functions. More precisely. among other results, we will show that under certain conditions, a two-variable lower horizontally quasi...
Value in mixed strategies for zero sum stochastic differential games without Isaacs condition
Fuzzy Fractional Diffusion Problem
In this paper, the solution to fuzzy fractional diffusion problem is presented. Fuzzy fractional
diffusion problem is considered by replacing the first order derivative of time with the Caputo-type
fuzzy ...
Solving the Interval-Valued Linear Fractional Programming Problem
This paper introduces an interval valued linear fractional programming problem (IVLFP). An IVLFP is a linear frac-tional programming problem with interval coefficients in the objective function. It is proved that we can ...