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This module provides the problem solving skills of engineering mathematics. Students will learn the solid knowledge of principles, methods, results and clear view of what engineering mathematics is. It covers Complex Analysis such as Complex Numbers and Functions, Complex Differentiation, Complex Integration, Power Series, Taylor Series, Laurent Series, Residue Integration, Conformal Mapping, Complex Analysis and Potential Theory, and Numerics for ODEs and PDEs in Numeric Analysis. These generalize the familiar real functions of calculus.

 

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