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:

    “When hearts have one mingled,
    Love first leaves the well-built nest;
    The weak one is singled
    To endure what it once possessed.
    O Love! who bewailest
    The frailty of all things here,
    Why choose you the frailest,
    For your cradle, your home, and your bier.”
    —Percy Bysshe Shelley (1792–1822)