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THE SYNTOMIC REGULATOR FOR K4 OF CURVES
"... Let C be a curve defined over a discrete valuation field of characteristic zero where the residue field has positive characteristic. Assuming that C has good reduction over the residue field, we compute the syntomic regulator on a certain part of K (3) 4 (C). The result can be expressed in terms of ..."
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Let C be a curve defined over a discrete valuation field of characteristic zero where the residue field has positive characteristic. Assuming that C has good reduction over the residue field, we compute the syntomic regulator on a certain part of K (3) 4 (C). The result can be expressed in terms of padic polylogarithms, and Coleman integration.