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MATH 756:  Harmonic Analysis (Spring 2019)

          Syllabus

         Results on the Convergence of Fourier Series

• Solving the wave equation (including Ex 9 on page 27 and Ex 3 on page 59) (Lane and Kevin: Feb 25)
  
• Solving the heat equation on the disc (including Ex 10 and 11 on page 27 and Ex 18 on page 64) (Humayra and Jimmy: Mar 4)
  
• A continuous function whose Fourier series is divergent at a point (including Ex 8 on page 60)   (Morgan: March 18)
• Convergence of Fourier series of regular functions (Mike P and Adam: March 25)
• The multiplier for the ball (Chase: April 1)
• TBA (Gulnar: April 8)