cotype

English Wikipedia has an article on:

type and cotype of a Banach space

Wikipedia

From co- +‎ type.

cotype (plural cotypes)

1. (taxonomy, dated) A syntype or paratype.
2. (functional analysis) A Banach space ${\displaystyle (X,\|\cdot \|)}$, such that, given a sequence of independent random variables from a Rademacher distribution, ${\displaystyle (\varepsilon _{i})}$, and a rank ${\displaystyle q}$ in the range from 2 to infinity, there exists a finite constant ${\displaystyle C\geq 1}$ such that for all finite sequences ${\displaystyle (x_{i})\in X}$, ${\displaystyle \mathbb {E} _{\varepsilon }\left\geq {\frac {1}{C^{q}}}\left(\sum \limits _{i=1}^{n}\|x_{i}\|^{q}\right),\quad {\text{if}}\;2\leq q<\infty }$ or ${\displaystyle \mathbb {E} _{\varepsilon }\left\geq {\frac {1}{C}}\sup \|x_{i}\|,\quad {\text{if}}\;q=\infty }$ .

   Coordinate term: type

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