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math0004105.3
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defining formula
dim
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{\displaystyle \dim \ {\frac {{m_{X}}_{p}^{k}}{{m_{X}}_{p}^{k+1}}}=\sum _{t=0}^{k}\{(2k-2t+1)+(2k-2t)+(k-t)+(k-t)\}}
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in defining formula
k
{\displaystyle k}
symbol represents
index
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m
X
p
{\displaystyle {m_{X}}_{p}}
symbol represents
maximal ideal
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