The first purpose of this study is to present an alternative robust model in order to describe ruminal degradation kinetics of forages and to minimize the fitting problems. For this purpose, the Korkmaz-Uckardes (KU) model, ...

A buckling analysis of stiffened plates including curvilinear surfaces is carried out by an effective meshfree model. The buckling loads and modes computed by the present method are analyzed. Six degrees of freedom (6-DOFs) ...

In this paper, tangent, principal normal and binormal wise asso-ciated curves are defined such that each of these vectors of any given curve lies on the osculating, normal and rectifying plane of its partner, respectively. ...

An approximate solution of integral equations takes an active role in the numerical analysis. This paper presents and tests an algorithm for the approximate solution of singularly perturbed Volterra integral equations via ...

Bullen-type and Simpson-type inequalities involving convex functions have established in [7]. In this paper, some new results have been obtained for a large class of convex functions: quasi-convex. Applications for Beta ...

Since an interesting functional by P.L. Chebyshev was presented in the year 1882, many results, which are called Chebyshev-type inequalities, have been established. Some of these inequalities were obtained by using fractional ...

Raina (East Asian Math J 21(2):191-203, 2005) introduced a new fractional integral operator which is a generalization of Riemann-Liouville fractional integral. Agarwal et al. (Fasc Math 204:5-27, 2016) provided some Ostrowski ...

We aim to present some new Polya-Szego type inequalities associated with Hadamard k-fractional integral operators, which are also used to derive some Chebyshev type integral inequalities. Further we apply some of the results ...

In this article, we first introduce new Frenet formulas by making use of the properties of connected curves. Then applying these formulas we show that some decisive properties of Bertrand partner curve can be given in terms ...

In this paper, authors give some new Chebyshev type inequalities by using generalized proportional Hadamard fractional integrals via Polya-Szego inequality. Some interesting applications from main results are established ...