In this paper, we study two subclasses v... and of g... holomorphicfunctions... in the open unit disk U associated with some holomorphic function.... The object of the present paper is to drive some interesting condition...
In this study, textile effluent was selected for the photocatalytic decolourization studies under visible light irradiation. The two different nanoparticles, CaZnO2-I was synthesized by solution combustion method using t...
More and random phenomena in our environment are modulated by differential stochastic equations. The problem is finding of techniques solving differential stochastic equation using similar ways to the one we use for solv...
Using the Taylor series expansion around 0 of the Stancu operator we construct a new linear and positive operator Rm : C([0, 1]) ! C([0, 1]) and we give a convergence theorem.
ON A CLASS OF HOLOMORPHIC FUNCTION
In this paper, we study two subclasses v... and of g... holomorphicfunctions... in the open unit disk U associated with some holomorphic function.... The object of the present paper is to drive some interesting condition...
PHOTOCATALYTIC DECOLOURIZATION OF TEXTILE EFFLUENT BY USING METAL OXIDE NANOPARTICLES
In this study, textile effluent was selected for the photocatalytic decolourization studies under visible light irradiation. The two different nanoparticles, CaZnO2-I was synthesized by solution combustion method using t...
THE USING OF THE INTEGRATING FACTOR IN SOLVING OF DIFERENTIAL STOCHASTIC EQUATION
More and random phenomena in our environment are modulated by differential stochastic equations. The problem is finding of techniques solving differential stochastic equation using similar ways to the one we use for solv...
THE CONSTRUCTION OF A STANCU TYPE OPERATOR
Using the Taylor series expansion around 0 of the Stancu operator we construct a new linear and positive operator Rm : C([0, 1]) ! C([0, 1]) and we give a convergence theorem.
BIOLOGICAL CONTINOUS MODELS. THE OPTIMALITY OF THE LOTKA-VOLTERRA MODEL
This paper contains a particular point of view about the evolution of the Lotka-Volterra models when a disturbing external factor is present.