Yangian
In representation theory, a Yangian is an infinite-dimensional Hopf algebra, a type of a quantum group. Yangians first appeared in physics in the work of Ludvig Faddeev and his school in the late 1970s and early 1980s concerning the quantum inverse scattering method. The name Yangian was introduced by Vladimir Drinfeld in 1985 in honor of C.N. Yang. Initially, they were considered a convenient tool to generate the solutions of the quantum Yang–Baxter equation. The center of Yangian can be described by .
known for
known for
primaryTopic
Yangian
In representation theory, a Yangian is an infinite-dimensional Hopf algebra, a type of a quantum group. Yangians first appeared in physics in the work of Ludvig Faddeev and his school in the late 1970s and early 1980s concerning the quantum inverse scattering method. The name Yangian was introduced by Vladimir Drinfeld in 1985 in honor of C.N. Yang. Initially, they were considered a convenient tool to generate the solutions of the quantum Yang–Baxter equation. The center of Yangian can be described by .
has abstract
In representation theory, a Ya ...... Yangian can be described by .
@en
在表示论中，楊代數（或楊子、Yangian）是一種無限維的霍普夫代数和量子群。這是以楊振寧命名的。俄羅斯物理學家弗拉基米爾·德林費爾德和路德維希·法捷耶夫首先研究了楊子。
@zh
Link from a Wikipage to an external page
Wikipage page ID
15,272,567
page length (characters) of wiki page
Wikipage revision ID
1,004,424,695
Link from a Wikipage to another Wikipage
wikiPageUsesTemplate
hypernym
type
comment
In representation theory, a Ya ...... Yangian can be described by .
@en
在表示论中，楊代數（或楊子、Yangian）是一種無限維的霍普夫代数和量子群。這是以楊振寧命名的。俄羅斯物理學家弗拉基米爾·德林費爾德和路德維希·法捷耶夫首先研究了楊子。
@zh
label
Yangian
@en
楊代數
@zh