Reynoutria

Species placed in the genus Reynoutria are robust erect perennial plants, growing from rhizomes. They are usually monoecious, with mostly bisexual flowers, but also some unisexual flowers. The petals of the flowers are dry and paperlike when mature. The fruits are achenes with threefold sharp edges. The inflorescence is in the form of a panicle. The flowers have separated triangular stigmas with fringes (fimbriate) borne on long divided styles. ==Taxonomy==

The genus Reynoutria was erected by Maarten Houttuyn in 1777 for the species R. japonica. It was named in honour of Herr von Reynoutre who had been reported to have done a great deal of service to botany. As with many species in the family Polygonaceae, the taxonomic boundaries of Reynoutria have been much confused; in particular, it has been repeatedly merged with and separated from Fallopia. A series of molecular phylogenetic studies have clarified these relationships; Reynoutria is a well-supported monophyletic taxon. • Reynoutria × bohemica Chrtek & Chrtková (R. japonica × R. sachalinensis) – Bohemian knotweed • Reynoutria compacta • Reynoutria forbesii • Reynoutria japonica Houtt. – Asian knotweed, Japanese knotweed • Reynoutria × moravica (R. compacta × R. sachalinensis) • Reynoutria sachalinensis (F.Schmidt) Nakai – giant knotweed, Sakhalin knotweed Formerly placed here • Fallopia ciliinervis (as Reynoutria ciliinervis (Nakai) Moldenke) • Pleuropterus multiflorus (as Reynoutria multiflora (Thunb.) Moldenke) – Chinese knotweed ==Invasive potential==

All members of the RMF clade appear to have the potential to become invasive, in some cases via vigorous hybrids. Reynoutria japonica is highly invasive throughout Europe and North America. The hybrid between R. japonica and R. sachalinensis, R. × bohemica, is also invasive, particularly in North America. R. japonica hybridizes with the New Zealand Muehlenbeckia australis. (The related M. complexa has established populations in southern parts of Britain and in the Channel Islands.) ==References==