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Economic Faculty

Economic Faculty

Economic Faculty. STABILITY AND DINAMICAL SYSTEMS. prof. Beatrice Venturi. 1.STABILITY AND DINAMICAL SYSTEMS. We consider a differential equation:. with f a function independent of time t , represents a dynamical system. 1.STABILITY AND DINAMICAL SYSTEMS.

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841 views • 73 slides
Economic Faculty

Economic Faculty

Economic Faculty. STABILITY AND DINAMICAL SYSTEMS. prof. Beatrice Venturi. 1.STABILITY AND DINAMICAL SYSTEMS. We consider a differential equation:. with f a function independent of time t , represents a dynamical system. 1.STABILITY AND DINAMICAL SYSTEMS.

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871 views • 73 slides
Economic Faculty

Economic Faculty

Economic Faculty. STABILITY AND DINAMICAL SYSTEMS. prof. Beatrice Venturi. 1.STABILITY AND DINAMICAL SYSTEMS. We consider a differential equation:. with f a function independent of time t , represents a dynamical system. 1.STABILITY AND DINAMICAL SYSTEMS.

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837 views • 73 slides
Economics Faculty

Economics Faculty

Economics Faculty. CONTINUOUS TIME: LINEAR DIFFERENTIAL EQUATIONS Economic Applications. LESSON 2 prof. Beatrice Venturi. CONTINUOUS TIME : LINEAR ORDINARY DIFFERENTIAL EQUATIONS ECONOMIC APPLICATIONS. LINEAR FIRST ORDER DIFFERENTIAL EQUATIONS (E.D.O.). Where f(x) is not a constant.

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709 views • 32 slides
Economics Faculty

Economics Faculty

Economics Faculty. EXACT: DIFFERENTIAL EQUATIONS Economic Applications . LESSON 5 prof. Beatrice Venturi . LINEAR FIRST ORDER DIFFERENTIAL EQUATIONS (E.D.O.). Remember that given a function of two variable f ( x , y ), its totally differential is given by :.

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223 views • 7 slides

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