Category
page 1Topological algebra
topological ring
ring where ring operations are continuous
adele ring
commutative ring, whose elements (called adeles) are an infinite tuple of elements from each completion of a number field, such that a cofinite number of them lie in the ring of algebraic integers; "adele" is short for "additive ideal element"
completion
in algebra, any of several related functors on rings and modules that result in complete topological rings and modules
topological algebra
complete field
algebraic structure that is complete relative to a metric