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.

INVESTIGATION OF PROJECTILE MOTION ON THE INCLINED PLANE

In this paper the equations and relations of projectile motion on inclined planes are concluded from concepts such as angular momentum and torque. In addition to describing this concept explicitly, we have tried to clari...

GENERALIZATION OF PAL ERDOS INEQUALITY

PARALLEL TRANSPORTS WITH RESPECT TO FRENET AND DARBOUX FRAMES IN THE GALILEAN SPACE

In this paper, we defined Fermi-Walker derivative in Galilean space G3 Fermi-Walker transport and non-rotating frame by using Fermi-Walker derivative are given in G3. Being conditions of Fermi-Walker transport and non-ro...

THE INTERSECTION SYNTHESES FOR THE PHOTOCHROMIC MATERIALS BY POLYMERIC TYPE

The present paper aims to demonstrate the feasibility of synthesis processes of polymeric materials with chromophore sequence, highlighting features of procedure and that the property where appropriate.