Bulk Symmetry corresponding to Yangian Symmetry of Planar N=4?
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4D N=4 Super Yang Mills in the planar limit has an infinite dimensional symmetry known as Yangian symmetry.
These are combinatorially elaborate cubic relations among the Yangian generators. They have been shown to hold for the linear representation which is an evaluation representation of the Yangian.
The non-linear terms in the gauge-covariant action, however, very much complicate the derivation and actually might require the introduction of additional terms.
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HOPE IT HELPS ☺☺☺☺☺
HERE IS THE ANSWER ✌
_________________
⬇⬇⬇⬇⬇
4D N=4 Super Yang Mills in the planar limit has an infinite dimensional symmetry known as Yangian symmetry.
These are combinatorially elaborate cubic relations among the Yangian generators. They have been shown to hold for the linear representation which is an evaluation representation of the Yangian.
The non-linear terms in the gauge-covariant action, however, very much complicate the derivation and actually might require the introduction of additional terms.
✅✅✅✅✅
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HOPE IT HELPS ☺☺☺☺☺
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4D N=4 Super Yang Mills in the planar limit has an infinite dimensional symmetry known as Yangian symmetry. Dualities respect symmetries, so does this symmetry correspond to in the AdS5×S5AdS5×S5string theory dual.If I remember correctly, in the boundary theory the infinite dimensional symmetry arises because the superconformal and the dual superconformal transformations do not commute but instead form the Yangian algebra.
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