Strong convergence refers to a type of convergence in the context of mathematical sequences and series, where a sequence of elements converges to a limit in a strong sense, meaning that the elements are not only approaching the limit but are doing so in a manner that is controlled or uniform. This concept is particularly relevant in areas such as functional analysis and spectral sequences, where it helps in understanding how different structures behave under limits and transformations.
congrats on reading the definition of strong convergence. now let's actually learn it.