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Definition

Probability

Let $f:X\to\mathbb{R}$ be a real-valued function whose domain is the set $X$ . The set-theoretic support, written $supp(f)$ is the set of point in $X$ where $f$ is non-zero or $supp(f)=\{x\in X: \ f(x)\not=0\}$

Linked from

Continuous and Compactly supported functions dense in Lp

Support

Differential Divergence

Differential Entropy

AEP For Continuous IID RVs

Uniform Quantization of Real-Valued Source

Divergence

Renyi Divergence

Companding Quantization

Monte Carlo Method