Effective prime ideal theorem and exponents of ideal class groups
For a family of G-fields K, we show an effective prime ideal theorem with probability 1.
Namely, outside a density zero set, π (x, K)= Li (x)+ O (x/(log x) 2) for x≥(log d K) c for some …
Namely, outside a density zero set, π (x, K)= Li (x)+ O (x/(log x) 2) for x≥(log d K) c for some …
EFFECTIVE PRIME IDEAL THEOREM AND EXPONENTS OF IDEAL CLASS GROUPS
PJ Cho, HH Kim - Quarterly Journal of Mathematics, 2014 - ieeexplore.ieee.org
For a family of G-fields K, we show an effective prime ideal theorem with probability 1.
Namely, outside a density zero set, π (x, K)= Li (x)+ O (x/(log x) 2) for x≥(log d K) c for some …
Namely, outside a density zero set, π (x, K)= Li (x)+ O (x/(log x) 2) for x≥(log d K) c for some …
EFFECTIVE PRIME IDEAL THEOREM AND EXPONENTS OF IDEAL CLASS GROUPS.
PJ Cho, HH Kim - Quarterly Journal of Mathematics, 2014 - search.ebscohost.com
For a family of G-fields K, we show an effective prime ideal theorem with probability 1.
Namely, outside a density zero set, π (x, K)= Li (x)+ O (x/(log x) 2) for x≥(log dK) c for some c …
Namely, outside a density zero set, π (x, K)= Li (x)+ O (x/(log x) 2) for x≥(log dK) c for some c …