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1- |
Linear spaces, linear independence. Linear transformations
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2- |
Matrix representations
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3- |
Eigenvalue problems
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4- |
Characteristic and minimal polynomials
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5- |
Limit, continuity and differentiability of functions of a complex variable
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6- |
Special Functions: Factorial Function, Gamma Function, Beta Function, Error Function, Unit Step Function, Delta Function and Green Functions
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7- |
Midterm
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8- |
Power Series, Taylor and Mclaurin Series
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9- |
Ordinary differential equations and engineering applications
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10- |
Solutions of ordinary differential equations by Laplace Transform
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11- |
Solutions of ordinary differential equations by Fourier Transform and Power Series
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12- |
Vector Functions
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13- |
vector differantial calculus
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14- |
Gradient, Divergence and Rotational
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15- |
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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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