A CLASS OF FUNCTIONAL EQUATIONS FOR INVOLUTIVE AUTOMORPHISMS OF n – GROUPS
Journal Title: Journal of Science And Arts - Year 2013, Vol 24, Issue 3
Abstract
In a n-group (G,[ ]) consider the following functional equations: (Ep): ... In the case of groups these equations were studied by I. Corovei and V. Pop [4]. We study this class of equations and characterize their solutions using involutive automorphisms of n-groups
Authors and Affiliations
VASILE POP
PARALLEL SURFACES TO S-TANGENT SURFACES OF BIHARMONIC S-CURVES ACCORDING TO SABBAN FRAME IN HEISENBERG GROUP HEIS[sup]3[/sup][sup][/sup]
In this paper, we study parallel surfaces to [sup]S[/sup] - tangent surfaces according to Sabban frame in the Heisenberg group Heis[sup]3[/sup]. We characterize parallel surfaces to [sup]S[/sup] - tangent surfaces of the...
PROVING SOME GEOMETRIC IDENTITIES BY USING THE DETERMINANTS
In this note we will give proofs about some identities by using determinants. The method of determinants in Geometry is a powerful technique
ON THE INVERSE PROBLEM FOR AN AVERAGED OPERATOR IN HILBERT SPACES
The aim of this paper is to present some properties of the averaged operators defined in Hilbert spaces. We are interested in the study of the existence of an inverse for the averaged operator associated to a strongly mo...
ENERGY STORAGE SYSTEMS
In this paper you will find an overview of systems and energy storage techniques and a comparison of the important characteristics of them. Delocalized electricity production and the introduction of variable, fluctuating...
DECAYS ON SHORT TIME INTERVALS OF GLOBAL SOLUTIONS OF THE NAVIER-STOKES EQUATION IN GENERAL DOMAINS