THE HYERS-ULAM STABILITY OF SOME FUNCTIONAL EQUATIONS DEFINED BY MEANS
Journal Title: Journal of Science And Arts - Year 2010, Vol 13, Issue 2
Abstract
We prove the Hyers-Ulam stability of some functional equations involving function that transform some classical means in another classical means.
Authors and Affiliations
VASILE POP
Keywords
Related Articles
- EP ID EP118874
- DOI -
- Views 229
- Downloads 0
GENERAL EXISTENCE FOR MINIMUM PROBLEMS IN BANACH SPACES
In this note we give some extensions of a recent result concerning the minimum problems in Banach spaces. These extensions are based on the fact that the topological degree of a coercive map is one and this still remains...
SOME CONSEQUENCES OF THE BROWDER’S THEOREM IN HILBERT SPACES
This work deals with the Browder’s theorem in Hilbert spaces. One can remark that the theorems of Riesz, Stampacchia, and Lax-Milgram are consequences of the Browder’s theorem. Moreover in a vector space with a scalar pr...
LEAD AS A TOXIC WATER CONTAMINANT – HEALTH EFFECTS AND METHODS OF ANALYSIS
Lead is heavy metal and toxic pollutants and it creates a health problem in both human and animals. Lead comes in drinking-water due to used in plumbing, fittings, solder, pipes, tetraethyl and tetramethyl used as antikn...
APPLICATION OF SPECTROCHEMICAL ANALYSIS BY SOLID SOLUTION TECHNIQUE TO FERRO-ALLOYS
The paper presents the experimental results obtained on ferro-alloys (ferro-manganese, ferro-chromium, ferro-silicon and ferro-molybdenum) spectrochemical analysis by wavelength- dispersion X-ray fluorescence spectrometr...
ON THE CAUCHY PROBLEM OF NAVIER-STOKES FLOW
Consider the Cauchy semilinear problem of the Navier-Stokes flow of incompressible fluids - one of the Millenium Prize Problems. By standard arguments we can formulate the problem as an abstract equation and prove the ex...