Weeks | Topics |
1 |
Introdictionto the Complex Analysis, Roots Quadratic Equations Complex Numbers and Its Algebraic Propeties
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2 |
Modul and Conjugates, Triange Inequality, Polar Coordinates and Euler’s Formulas
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3 |
Products and Quotients in Exponential Form, Roots of Complex Numbers
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4 |
Regions in the Complex Plane
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5 |
Fonctions of Complex Variable, Mapings
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6 |
Limits, Teorems on Limits
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7 |
Continuity, Derivatives
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8 |
CauchyRiemann Equations, Sufficient Conditions for Differentiably
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9 |
Midterm Exam
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10 |
Polar Cordinates, Analytic Functions, Harmonic Functions
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11 |
The Exponential Functions, Trigonometric Functions
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12 |
Hyperbolic Functions, TheLogaritmic Functions and its branches
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13 |
Complex Exponents, Inversetrigonometric and Hyperbolik Functions
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14 |
Integral of Complex-Valued Functions, Contours, Contourİntegrals, Antiderivatives
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