I am looking for a roadmap to understanding what quasi-algebraically closed fields are with the ultimate goal of understanding the paper by Lang 1952.
My current background is the first 6 chapters from Milne's notes here. Currently I am also studying the 7th chapter from the same notes and the chapter on Brauer groups from Milne's notes on class field theory.
I am also familiar with Russian besides English. Apologizes if the question is not placed in an appropriate place, but I really seek some help here.
EDIT: When I originally posted this question on overflow (and was suggested to move it here), I was advised a resource called Forms of Higher Degree by M.J. Greenberg. However, upon a google search I was not able to find such a title.