Stony Brook University 3 credits MAT
An introduction to the methods and ideas of modern harmonic analysis, including: Fourier series and integrals (convergence, summability, L^p); Maximal functions, weak type inequalities, interpolation; the Hilbert transform; singular integrals with Calderon-Zygmund kernels; H^1 and Bounded Mean Oscillation; Muckenhoupt (A_p) weights; Multipliers; the T(1) theorem. Offered every second year. 3 credits Grading Letter graded (A, A-, B+, etc.)
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