ESTIMATES FOR e[sup]x[/sup]-(1+x/t)[sup]t[/sup] AND APPLICATIONS

Journal Title: Journal of Science And Arts - Year 2011, Vol 14, Issue 1

Abstract

The aim of this paper is to give a short proof of an inequality bounding  ex-(1+x/t)t, stated in [1]. Also some improvements are given.

Authors and Affiliations

MORTICI CRISTINEL, CHEN CHAO-PING

Keywords

Related Articles

THE VORONOVSKAJA TYPE THEOREM FOR THE SZÁSZ-MIRAKJAN-KANTOROVICH OPERATORS

The present article continues earlier research by O. T. Pop and the author establishes a convergence theorem and the evaluation of the rate of convergence in terms of the modulus of continuity, for the well-known Szász-M...

OPTIMALITY IN NONDIFFERENTIAL MULTIOBJECTIVE PROGRAMMING

This paper is concerning on the multiobjective programming problem where the function involved are nondifferentiable. We present and prove the sufficient conditions for a feasible point to be weakly efficient. Our resear...

THE STUDY OF SCALE FORMATION ON HOT ROLLED INGOTS AND BILLETS

During the heating for rolling, ingots and billets are affected by the chemical action of the heating atmosphere. Between the heating environment elements and steel components there are taking place chemical reactions in...

INTEGRAL INEQUALITIES

Several integral forms of Bergstrom’s, Bohr’s, Jensen’s inequalities will be given below, and other inequalities will be also investigated in this paper.

VISCOSITY INDEX OF RAPESEED OIL

In this paper were determined viscosity index of rapeseed oil using two methods. Viscosity index is calculated from the measured viscosity at 40 and 1000C using ASTM D 2270 and method graphically using ASTM D 341. The vi...

Download PDF file
  • EP ID EP108021
  • DOI -
  • Views 211
  • Downloads 0

How To Cite

MORTICI CRISTINEL, CHEN CHAO-PING (2011). ESTIMATES FOR e[sup]x[/sup]-(1+x/t)[sup]t[/sup] AND APPLICATIONS. Journal of Science And Arts, 14(1), 13-14. https://europub.co.uk/articles/-A-108021