THEORY OF FUNCTIONS OF REAL VARIABLE

By RICHARD DAVIS

CHAPTER HILBERT SPACES AND COMPACT OPERATORS : HILBERT SPACE CHAPTER THE FOURIER TRANSFORM : CONVENTIONS, ESPECIALLY ABOUT CHAPTER MEASURE THEORY : LEBESGUE OUTER MEASURE CHAPTER THE LEBESGUE INTEGRAL CHAPTER THE DANIELL INTEGRAL : THE DANIELL INTEGRAL CHAPTER WIENER MEASURE, BROWNIAN MOTION AND WHITE NOISE : WIENER MEASURE CHAPTER HAAR MEASURE CHAPTER BANACH ALGEBRAS AND THE SPECTRAL THEOREM CHAPTER THE SPECTRAL THEOREM CHAPTER STONE S THEOREM CHAPTER MORE ABOUT THE SPECTRAL THEOREM: BOUND STATES AND SCATTERING STATES CHAPTER SCATTERING THEORY : EXAMPLES