The aim of this paper is to improve results of DeTemple [A quicker convergence to Euler's constant Amer. Math. Monthly 100 (1993) 468—470] about the defining sequence of the Euler-Mascheroni constant.
If you are looking for the biggest land mammals, you will find them in northern Alaska, northern coast of Russia, Canada, Greenland and Norway. Polar bear (Ursus maritimus) is immediately recognizable by the white fur; i...
This paper contains a particular point of view about the solution of an optimal control problem. The subject is the enzymatic reaction modeled as a dynamical system, when a disturbing external factor is present.
Starting with the Schurer's bivariate approximation formula, a cubature formula of Schurer type is constructed. When the approximated function is sufficiently differentiable, an upper bound estimation for the remainder t...
NEW BOUNDS FOR A CONVERGENCE BY DETEMPLE
The aim of this paper is to improve results of DeTemple [A quicker convergence to Euler's constant Amer. Math. Monthly 100 (1993) 468—470] about the defining sequence of the Euler-Mascheroni constant.
STUDY OF THE OPTICAL PROPERTIES OF POLAR BEAR HAIR IN THE INFRARED RANGE AND THEIR MICROSCOPIC STRUCTURES FOR PASSIVE CONTROL OF TEMPERATURE
If you are looking for the biggest land mammals, you will find them in northern Alaska, northern coast of Russia, Canada, Greenland and Norway. Polar bear (Ursus maritimus) is immediately recognizable by the white fur; i...
OPTIMAL CONCENTRATIONS IN THE ENZYME REACTIONS
This paper contains a particular point of view about the solution of an optimal control problem. The subject is the enzymatic reaction modeled as a dynamical system, when a disturbing external factor is present.
A NOTE ON THE SCHURER'S CUBATURE FORMULA
Starting with the Schurer's bivariate approximation formula, a cubature formula of Schurer type is constructed. When the approximated function is sufficiently differentiable, an upper bound estimation for the remainder t...
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.