### The Milnor Conjecture, by Vladimir Voevodsky

In this paper we prove that for any field of characteristic not equal
to 2 the norm residue homomorphism with Z/2-coefficients is an isomorphism
in all dimensions. As an application we deduce a number of results about
motivic cohomology, etale cohomology and algebraic K-theory with
Z/2-coefficients. The applications to the theory of quadratic forms
will be considered in a separate paper.

Vladimir Voevodsky <vladimir@math.harvard.edu>