Gianni Dal Maso
Abstract
In the previous chapter we saw that, in general, Γ-convergence and point-wise convergence are independent. In this chapter we illustrate the relationships between Γ-limits and pointwise limits and give some conditions under which Γ-convergence and pointwise convergence are equivalent.
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In the previous chapter we saw that, in general, Γ-convergence and point-wise convergence are independent. In this chapter we illustrate the relationships between Γ-limits and pointwise limits and give some conditions under which Γ-convergence and pointwise convergence are equivalent.
Key concepts: Pointwise convergence, Pointwise, Convergence (economics), Mathematics, Modes of convergence (annotated index), Uniform convergence, Convergence tests, Applied mathematics