Weak Convergence (Hilbert Space)
In mathematics, weak convergence in a Hilbert space is convergence of a sequence of points in the weak topology.
Read more about Weak Convergence (Hilbert Space): Definition, Properties, Banach-Saks Theorem, Generalizations
Famous quotes containing the word weak:
“But God hath chosen the foolish things of the world to confound the wise; and God hath chosen the weak things of the world to confound the things which are mighty.”
—Bible: New Testament I Corinthians 1:27.