6 problems

Let $\mathbb{M}^n$ be a piece-wise differentiable, elliptic Minkowski space, and let $s(\mathbb{M}^n)$ denote the maximum degree of a Steiner point in a Steiner minimal tree in…

For real $c>1$, consider the Minkowski spheres … The kissing number is the maximum number of non-overlapping congruent spheres tangent to a given sphere. Conjecture on Minkowski-sp…

Let $p$ range over $1<p<\infty$, and consider the curve whose value at $p$ is the maximum covering constant for the Minkowski ball $D_p$. The curve of maxima conjecture. The curve…

For each arc $\alpha\in\mathscr{A}$, let $\underline{\alpha}$ be a minimally intersecting geodesic representative and let $p_{\alpha}$ be a waist; with widths $m_{\alpha}$, define…

Let a smooth Minkowski space be a finite-dimensional real normed space whose norm is smooth away from the origin, and let an adjoint-abelian operator be a linear operator $A$ satis…

Let $N$ be a set of $n$ terminals in a Minkowski plane $M$ with unit ball $B$, and let $T_S$ and $T_{\mathrm{opt}}$ be a $d_M$-SMT and a $d_M$-MSPT on $N$, respectively. Minkowski-…