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Differential integral calculus and numerical methods.
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Differential elements, differential and integral calculus. Boundary and Initial conditions. Order, linearity and homogenity of ordinary differantial equations.
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Integral and separation of variables for ordinary differential equations.
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The undetermined coefficients method for ordinary differential equations.
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The variation of variables method for ordinary differential equations.
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1.order differantial equations: linear equations, exact differential equation, Bernoulli and Riccati equations.
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Higher order linear equations: Homogenous solutions.
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Higher order linear equations: Non-homogenous solutions.
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Bernoulli and Riccati Equations.
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Solutions of ordinary differential equations by Power Series.
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Homogeneous solution of high order linear variable differential equations with variable coefficients: Euler-Cauchy Equation.
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Homogeneous solution of high order variable coefficient linear differential equations: Power Series Solution.
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Simple systems of differential equations and introduction to partial differential equations.
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14 |
Simple systems of differential equations and introduction to partial differential equations.
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16 |
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17 |
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18 |
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19 |
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20 |
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