Weak Convergence

In mathematics, weak convergence may refer to:

  • The weak convergence of random variables of a probability distribution.
  • The weak convergence of a sequence of probability measures.
  • The weak convergence of a sequence in a Hilbert space, or, more generally, convergence in weak topology in a Banach space or a topological vector space.

Famous quotes containing the word weak:

    “Nothing that has ever been thought and said with a clear mind and pure ethical strength is totally in vain; even if it comes from a weak hand and is imperfectly formed, it inspires the ethical spirit to constantly renewed creation.”
    —Stefan Zweig (18811942)