Andere Kunden interessierten sich auch für
![Weak Topology (polar topology)]( "Weak Topology (polar topology)")
Weak Topology (polar topology)19,99 €![Weak Operator Topology]( "Weak Operator Topology")
Weak Operator Topology22,99 €![Weak N-category]( "Weak N-category")
Weak N-category22,99 €![Weak Interpretability]( "Weak Interpretability")
Weak Interpretability25,99 €![Weak Convergence (Hilbert space)]( "Weak Convergence (Hilbert space)")
Weak Convergence (Hilbert space)22,99 €![Weak Solution]( "Weak Solution")
Weak Solution29,99 €![Weak Equivalence]( "Weak Equivalence")
Weak Equivalence22,99 €
High Quality Content by WIKIPEDIA articles! In mathematics, weak topology is an alternative term for initial topology. The term is most commonly used for the initial topology of a normed vector space or topological vector space with respect to its (continuous) dual. The remainder of this article will deal with this case, which is one of the basic concepts of functional analysis. One may call subsets of a topological vector space weakly closed (respectively, compact, etc.) if they are closed (respectively, compact, etc.) with respect to the weak topology. Likewise, functions are sometimes called weakly continuous (respectively, differentiable, analytic, etc.) if they are continuous (respectively, differentiable, analytic, etc.) with respect to the weak topology.