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:

    ““... So it’s plain to be discerned
    That the shades of holy men
    Who have failed, being weak of will,
    Pass the Door of Birth again,
    And are plagued by crowds, until
    They’ve passion to escape.””
    —William Butler Yeats (1865–1939)