Geometry of the Wiman Pencil, I: Algebro-Geometric Aspects

In 1981 W.L. Edge discovered and studied a pencil $\mathcal{C}$ of highly symmetric genus $6$ projective curves with remarkable properties. Edge's work was based on an 1895 paper of A. Wiman. Both papers were written in the satisfying style of 19th century algebraic geometry. In this paper and its sequel [FL], we consider $\mathcal{C}$ from a more modern, conceptual perspective, whereby explicit equations are reincarnated as geometric objects.Comment: Minor revisions. Now 49 pages, 4 figures. To appear in European Journal of Mathematics, special issue in memory of W.L. Edg

Additional file 4: of Comparative transcriptomics uncovers alternative splicing and molecular marker development in radish (Raphanus sativus L.)

List of novel transcripts detected in the genotypes ‘NAU-YH’, ‘NAU-LB’ and ‘NAU-RG’. (XLSX 523 kb