| Václav Jeřábek | |
| Birth Date: | 11 December 1845 |
| Birth Place: | Koloděje, Pardubice Region, Austrian Empire; now Czech Republic |
| Death Place: | Telč, Czechoslovakia; now Czech Republic |
| Field: | Mathematics |
| Work Institutions: | Czech Realschule of Brno |
| Alma Mater: | Vienna Polytechnic Institute |
Václav Jeřábek (1845–1931) was a Czech mathematician, specialized in constructive geometry.
Jeřábek studied at the lower school of Pardubice and at the higher school of Písek, then he was to Vienna and studied at Imperial and Royal Polytechnic Institute where he graduated. Although he participated in several leading intellectual circles of Vienna, he remained a Czech with a clear view of patriotism. He began his teaching at the Realschule of Litomyšl (1870), being transferred two years after to the Realschule of Telč. In 1881, he was appointed professor of the Czech Realschule in Brno, and became its director in 1901. He retired in 1907, and suffering of a cataract, he died almost completely blind[1] in 1931.
Jeřábek was one of the men who kept the Czech geometry at the scientific level. He published scientific articles in Czech, German and French, and longer lectures. He is well remembered by the Jerabek hyperbola, the locus of the isogonal conjugate of a point that traverses the Euler line of a triangle.
He was honorary member of the Union of Czech mathematicians and member of the scientific societies of Moravia and Bohemia.