4 problems

Let $\mathcal{M}_2(\Bbb{R})$ be the moduli space of real quadratic rational maps, let $h_\Bbb{R}$ be its real entropy function, and consider the adjacent unimodal and $(-+-)$-bimod…

Let $\mathcal{M}_2(\Bbb{R})$ be the moduli space of real quadratic rational maps, let $h_\Bbb{R}$ be its real entropy function, and let the $(+-+)$-bimodal region denote the corres…

Let $\mathcal{M}_2(\Bbb{R})$ be the moduli space of real quadratic rational maps, let $h_\Bbb{R}$ be its real entropy function, and let the unimodal region denote the corresponding…

Let $\mathcal{M}_2(\Bbb{R})$ be the moduli space of real quadratic rational maps, let $h_\Bbb{R}$ denote the real entropy function, and consider its unimodal region and its $(+-+)$…