logarithmically concave function

Summary

Key Facts

• logarithmically concave function's subclass of is recorded as function^[1].
• logarithmically concave function's Freebase ID is recorded as /m/056sbd^[2].
• logarithmically concave function's definition domain is recorded as convex set^[3].
• logarithmically concave function's codomain is recorded as set of real numbers^[4].
• logarithmically concave function's image of function is recorded as set of non-negative real numbers^[5].
• logarithmically concave function's defining formula is recorded as f(\theta x + (1 - \theta) y) \geq f(x)^{\theta} f(y)^{1 - \theta}, \quad 0<\theta<1<sup id="cite-C6" class="cite-ref" title="logarithmically concave function — defining formula (P2534): f(\theta x + (1 - \theta) y) \geq f(x)^{\theta} f(y)^{1 - \theta}, \quad 0<\theta<1">[6].
• logarithmically concave function's maintained by WikiProject is recorded as WikiProject Mathematics^[7].
• logarithmically concave function's Microsoft Academic ID is recorded as 13965822^[8].