Diffraction of Scalar Waves by a Circular Aperture

Diffraction of Scalar Waves by a Circular Aperture by Jack Bazer delves into the behavior of differentiable functions focusing on integrals of specific forms. The author utilizes Cauchy's theorem to determine the behavior of these functions considering regularity within specific ranges. The exclusion of branch points is crucial in the analysis. The book references various works in diffraction theory highlighting the importance of certain integrals in the field. The behavior of functions near circular edges is also explored. The book concludes with a detailed distribution list for research reports showcasing the wide dissemination of knowledge in the scientific community.