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Definition and classification of differential equations. Initial-Value and Boundary-Value Problems. |
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2 |
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First order differential equations - Exact differential equations. Integrating factors. |
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3 |
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First order differential equations - Separable and Homogeneous equations. |
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4 |
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First order differential equations - Linear and Bernoulli equations. |
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5 |
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Applications of first order differential equations. |
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6 |
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Second and higher order differential equations - Homogeneous linear equations. |
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7 |
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Second and higher order diff.eqns - Nonhomogeneous eqns. Method of undetermined coefficients. |
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8 |
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ARA SINAV |
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9 |
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Second and higher order diff.eqns - Variation of parameters. Cauchy-Euler equation. |
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10 |
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Laplace Transform. Inverse Transform. Convolution. |
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11 |
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Laplace Transform. Solution of Linear Differential Equations. |
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12 |
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Systems of linear differential equations. Differential operators. |
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13 |
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Systems of linear differential equations in normal form. Matrices and vectors. |
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14 |
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Series solutions of linear differential equations. Power series solutions. |
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15 |
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Series solutions of linear differential equations. Method of Frobenius. |
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16 |
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FİNAL |
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17 |
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FİNAL |
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