Skip to main content
Joel's user avatar
Joel's user avatar
Joel's user avatar
Joel
Unregistered
  • Member for 14 years, 4 months
Loading…
awarded
comment
Generators of the Principal Unit Group in Local Fields of Characteristic 0
I've thought of this and it doesn't help me answer the second part of the question; This is because $v_L(Log(1+\pi_L^j))$ is difficult to deduce if $v_L(\pi_L^j) = v_L(1-r)$ for some $r\in\mu_{p^\infty}.$ (in all other cases this value can be calculated using the newton copolygon). This makes finding gererators for Log(1+m_K) hard for an arbitary extension L.
awarded
revised
Generators of the Principal Unit Group in Local Fields of Characteristic 0
added 177 characters in body; deleted 1 characters in body
Loading…
Loading…