The concavifying-function conjecture for Lovelock symmetric functions
Let a→=(a0,a1,…,ap)∈(R+)p+1\overrightarrow{a}=(a_0,a_1,\ldots,a_p)\in(\mathbb{R}_+)^{p+1}a=(a0,a1,…,ap)∈(R+)p+1 and define … Here Γn\Gamma_nΓn denotes the Gårding cone. Concavifying-function conjecture. There exists…
MathDB