Holmstrom Regulator

We refer to the following different types of regulators:

• “Ordinary” regulators, temporarily placed under Absolute Hodge cohomology
• p-adic regulators
• syntomic regulators, see Syntomic cohomology

Burgos: The regulators of Borel and Beilinson. Available online somewhere

Ramakrishnan: Regulators, algebraic cycles, and values of L-functions (1989)

See Goncharov in K-theory handbook.

Kuzmin has several papers with something like “remarks on the l-adic regulator” in the title. One is from 2009 in Izvestiya

http://mathoverflow.net/questions/34801/dirichlets-regulator-vs-beilinsons-regulator

Have gone through a MathSciNet search on regulator AND cohomology

nLab page on Regulator