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An Elementary Proof of Suslin Reciprocity

  Published:2005-06-01
 Printed: Jun 2005
  • Matt Kerr
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Abstract

We state and prove an important special case of Suslin reciprocity that has found significant use in the study of algebraic cycles. An introductory account is provided of the regulator and norm maps on Milnor $K_2$-groups (for function fields) employed in the proof.
MSC Classifications: 19D45, 19E15 show english descriptions Higher symbols, Milnor $K$-theory
Algebraic cycles and motivic cohomology [See also 14C25, 14C35, 14F42]
19D45 - Higher symbols, Milnor $K$-theory
19E15 - Algebraic cycles and motivic cohomology [See also 14C25, 14C35, 14F42]
 

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