I am studing Class field theory. I need a good reference books, notes etc. which explains the following topics : Ideles and ideals, haar volume measure and integration on local fields, Fourier analysis on local fields, Fourier transform, ultiplicative charaters and local zeta functions.
I kow the book by Cassels and Fröhlich and I learnt the chapter on Global fields and I know the definition and first few properties of Adeles and ideles. Then I tried to read the chapter on Tate thesis but I find it very difficult. Actually I am not so good in Analysis, and I don't have a clear idea of Haar measure.
It will be very helpful if someone suggests me some books where the above topics are well explained with all details and accessable for first reading.