Holmstrom Quadratic form

I think there are other recent books by people like maybe Kahn, Merkurjev, …

Folder AG/Quadratic forms

Maybe there is a survey by Auel

For norm quadrics and related Bloch-Kato stuff, one place to start might be Weibel’s web page. Another place is Voevodsky: Motivic cohomology with Z/2 coeffs, see pp 19 (i.e. section 4) in particular.

http://mathoverflow.net/questions/77614/cohomological-interpretations-of-quadratic-form-invariants-over-rings

arXiv:1105.5759 Notes on “Quadratic Forms and Automorphic Forms” from the 2009 Arizona Winter School from arXiv Front: math.NT by Jonathan Hanke These notes are an extension of the rough notes provided for my four lecture graduate level course on “Quadratic Forms and Automorphic Forms” at the March 2009 Arizona Winter School on Quadratic Forms. They are meant to give a survey of some aspects of the classical theory of quadratic forms over number fields and their rings of integers (e.g. over Q and Z), and their connection with modular and automorphic forms.

nLab page on Quadratic form