NEW GENERALIZATIONS AND NEW APPLICATIONS FOR NESBITT’S INEQUALITY
Journal Title: Journal of Science And Arts - Year 2012, Vol 21, Issue 4
Abstract
This paper presents new generalizations and new refinements for Nesbitt’s inequality (other that those of [1] and [2])
Authors and Affiliations
DUMITRU BATINETU-GIURGIU, NECULAI STANCIU
ON THE MIRAKJAN-FAVARD-SZÁSZ BIVARIATE APPROXIMATION FORMULA
In the present paper we establish the form of remainder term associated to the Mirakjan-Favard-Szász bivariate approximation formula, using the divided differences.
COMPATIBILIZATION OF RUBBER BLENDS BY γ-IRRADIATION PROCESSING
Radiochemical crosslinking of polymer systems consisting of ethylenepropylene terpolymer (EPDM) and natural rubber (NR) is studied. Three binary blends (3:1, 1:1 and 1:3 w/w) were exposed to γ-rays (137Cs) at various dos...
ABOUT A TECHNIQUE OF SOLVING SOME DIFFERENTIAL STOCHASTIC ITÔ EQUATIONS
The differential stochastic systems modeled the evolutive phenomena of environment influenced by stochastic forces. In this article it solved, using the Itô’s formula, some differential stochastic systems for a vibrating...
AAS AND TDS MEASUREMENTS FOR WATER QUALITIES ANALYSIS
Water quality is affected by the many substances water contacts during its movement through the hydrologic cycle. Water dissolves a wide variety of minerals, nutrients, and other substances from soils, rocks, and the atm...
TRIGONOMETRICAL IDENTITIES AND INEQUALITIES
In this paper we present some new identities and inequalities in triangles and quadrilaterals, continuing the idea from [1].