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Publicatii proprii

The “algae blooms” phenomenon – a mathematical model

Pollution with sources from towns and industrial centres affect considerable the ecosystem waters. An accumulation of nutrients favourable to the growth of certain tiny marine organisms called phytoplankton stimulates their rapid reproduction in the water. These plankton blooms appear as patches on the surface of the water. The consequence of this process is the diminishing of the amount of oxygen from water (in the process of decompose the algae),

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The “algae blooms” phenomenon – a mathematical model

Pollution with sources from towns and industrial centres affect considerable the ecosystem waters. An accumulation of nutrients favourable to the growth of certain tiny marine organisms called phytoplankton stimulates their rapid reproduction in the water. These plankton blooms appear as patches on the surface of the water. The consequence of this process is the diminishing of the amount of oxygen from water (in the process of decompose the algae),

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Degenerated Hopf bifurcation in a mathematical model of economical dynamics

It is assumed that the dynamics of the capital of a firm is governed by a Cauchy problem for a system of two nonlinear ordinary differential equations containing three real parameters. In this paper we determine a k > 3 order degenerated Hopf bifurcation point for this economical model. To this aim the normal form technique is used.

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Degenerated Hopf bifurcation in a mathematical model of economical dynamics

It is assumed that the dynamics of the capital of a firm is governed by a Cauchy problem for a system of two nonlinear ordinary differential equations containing three real parameters. In this paper we determine a k > 3 order degenerated Hopf bifurcation point for this economical model. To this aim the normal form technique is used.

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The strategies for monetary policy

Generally, the activities are more complexes, the need to planning, to search strategies and formal and systemic actions grow. In monetary domain the grade of incertitude and of risk is very high and the planning plays an important role for reduce these. Essentially, the elaboration for strategies in this domain means a clear and systematic pattern for the ways with the help of the followed target can be realized with a wise assigning for the resources

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A software tool for study stability and equilibrium on financial derivates market

The stability and equilibrium of the stock market system constitutes a permanent preoccupation of the management system. The stock market manager is interested in obtaining certain stability and a real equilibrium of the market which he organizes in the purpose of making transactions with financial assets. Starting from this idea, in this paragraph we want to model the activity of the stock market system with the help of certain general models of

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A software tool for study stability and equilibrium on financial derivates market

The stability and equilibrium of the stock market system constitutes a permanent preoccupation of the management system. The stock market manager is interested in obtaining certain stability and a real equilibrium of the market which he organizes in the purpose of making transactions with financial assets. Starting from this idea, in this paragraph we want to model the activity of the stock market system with the help of certain general models of

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Metric structures and deformation algebras for harmonic dynamic evolution of calcium oscillations
Berwald-Moore metrics and structural stability of conformally-deformed geodesic SODE
On n-ary operations and their applications