Distances on the tropical line determined by two points

M. J. de la Puente

Let $p^{\prime },q^{\prime }\in R^n$. Write $p^{\prime }\sim q^{\prime }$ if $p^{\prime }-q^{\prime }$ is a multiple of $(1,\dots ,1)$. Two different points $p$ and $q$ in $R^n/\sim$ uniquely determine a tropical line $L(p,q)$, passin…