Sordariaceae G. Winter 1884 [1887]

Provider Properties

Provider	New Zealand Fungi Names Database
Data Source	New Zealand Fungi Names

Name Properties

Derived

Class	Scientific Name
Taxon Rank	family

Provider

Name Id	1CB1CDD1-36B9-11D5-9548-00D0592D548C
Full Name	Sordariaceae G. Winter 1884 [1887]
Canonical Name	Sordariaceae
Rank	family
Authorship	G. Winter
Basionym Authors	-
Combining Authors	G. Winter
Year	1884
Micro Reference	162
Orthography	as '<i>Sordarieae</i>'
Nomenclatural Status	-
Nomenclatural Code	ICBN
Language	-
Country	-
Added Date	29/02/2012
Modified Date	11/09/2019

Concepts

Derived Details

Provider Details

According To Reference	Winter, G. 1884[1887]: Ascomyceten: Gymnoasceen und Pyrenomyceten. Rabenhorst's Kryptogamen-Flora von Deutschland, Oesterreich und der Schweiz. 1. Eduard Kummer.
Rank	-

Derived Details

Provider Details

According To Reference	NZFUNGI (2012-) New Zealand Fungi Names - Name Based Concepts
Rank	-

Relationships

Type	Name	In Use
is parent of		True
is parent of		True
is child of		True
is parent of		True
is parent of		True
is parent of		True
is parent of		True
is synonym of		True

Derived Details

Provider Details

According To Reference	Kirk, P.M.; Cannon, P.F.; Minter, D.W.; Stalpers, J.A. 2008: Ainsworth & Bisby's Dictionary of the Fungi. 10th Edition edition. CABI Publishing.
Rank	-

Relationships

Type	Name	In Use
is parent of		False
is parent of		False
is child of		False
is parent of		False
is parent of		False

Derived Details

Provider Details

According To Reference	Kirk, P.M.; Cannon, P.F.; Minter, D.W.; Stalpers, J.A. 2008-: IndexFungorum Higher Classification.
Rank	-

Relationships

Type	Name	In Use
is parent of		False
is parent of		False
is parent of		False
is child of		False
is parent of		False
is parent of		False

Derived Details

Provider Details

According To Reference	Kirk, P.M.; Cannon, P.F.; David, J.C.; Stalpers, J.A. (ed) 2001: Ainsworth & Bisby's Dictionary of the Fungi. 9th Edition edition. CAB International.
Rank	-

Relationships

Type	Name	In Use
is parent of		False
is parent of		False
is child of		False
is parent of		False
is parent of		False