In this introductory Partial Differential Equations (PDE) course , we shall emphasize the mathematical modeling of important physical phenomenon in terms of PDE, deriving the formula of the solutions of several important linear and nonlinear PDE. 
<br>      The textbook will be
<br> Walter Strauss : Partial Differential Equations, An Introduction
<br>      The grading policy is
<br>            Homework: 20%
<br>            Midterm Exam.: 40%
<br>            Final Exam.: 40%
<br> The syllabus:
<br>   Chapter 1: Where PDEs come from.
<br>   Chapter 2: Waves and Diffusions
<br>   Chapter 3: Reflections and Sources
<br>   Chapter 4: Boundary Problems
<br>   Chapter 5: Fourier Series
<br>   Chapter 6: Harmonic Functions
<br>   Chapter 7: Green's identity and Green's Functions
<br>   Chapter 8 : Computation of Solutions
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