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YANGIAN

  • 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

    Yangian

    Yangian

  • Manin matrix
  • applications in representation theory in particular to Capelli's identity, Yangian and quantum integrable systems. Manin matrices are particular examples

    Manin matrix

    Manin_matrix

  • Four-dimensional Chern–Simons theory
  • Gauge theory providing unifying formalism for integrable systems

    also related to the Yang–Baxter equation and quantum groups such as the Yangian. The theory is similar to three-dimensional Chern–Simons theory which is

    Four-dimensional Chern–Simons theory

    Four-dimensional_Chern–Simons_theory

  • Chern–Simons theory
  • Topological quantum field theory

    sigma models), the Yang–Baxter equation and quantum groups such as the Yangian which describe symmetries underpinning the integrability of the aforementioned

    Chern–Simons theory

    Chern–Simons_theory

  • Ludvig Faddeev
  • Russian mathematician and physicist (1934–2017)

    Faddeev–Jackiw quantization Quantum dilogarithm Quantum inverse scattering method Yangian Awards Dannie Heineman Prize (1975) Dirac Prize (1990) Max Planck Medal

    Ludvig Faddeev

    Ludvig Faddeev

    Ludvig_Faddeev

  • Yang–Baxter equation
  • Quantum consistency equation

    trigonometric and elliptic. These are related to quantum groups known as the Yangian, affine quantum groups and elliptic algebras respectively. Set-theoretic

    Yang–Baxter equation

    Yang–Baxter equation

    Yang–Baxter_equation

  • Legalism (Chinese philosophy)
  • Ancient Chinese political-philosophy school

    Although these early Daoist associations do not include Shang Yang, the Shang Yangian figure Sang Hongyang in the Han dynasty also quotes Laozi. Chao Cuo may

    Legalism (Chinese philosophy)

    Legalism (Chinese philosophy)

    Legalism_(Chinese_philosophy)

  • Jan Christoph Plefka
  • German theoretical physicist

    quantum field theory. His most influential work is the discovery of a hidden Yangian symmetry of scattering amplitudes in N=4 supersymmetric gauge theory together

    Jan Christoph Plefka

    Jan_Christoph_Plefka

  • Quantum inverse scattering method
  • Method used to solve integrable many-body quantum systems

    led to the formulation of quantum groups, in particular the Yangian. The center of the Yangian, given by the quantum determinant, plays a prominent role

    Quantum inverse scattering method

    Quantum_inverse_scattering_method

  • Chiral model
  • Model of mesons in the massless quark limit

    of symmetries, and an underlying quantum group symmetry (in this case, Yangian symmetry). This model admits topological solitons called skyrmions. Departures

    Chiral model

    Chiral model

    Chiral_model

  • Quantum Heisenberg model
  • Statistical model in quantum mechanics of magnetic materials

    symmetry algebras for the different models. For the XXX case this is the Yangian Y ( s l 2 ) {\displaystyle Y({\mathfrak {sl}}_{2})} , while in the XXZ

    Quantum Heisenberg model

    Quantum_Heisenberg_model

  • Niklas Beisert
  • German physicist (born 1977)

    26 March 2014. "Niklas Beisert - Integrability in Planar Ads/CFT and Yangian Symmetry". YouTube. March 2019. "Niklas Beisert: "Contractions of Integrability

    Niklas Beisert

    Niklas_Beisert

  • Alexander Molev
  • Russian-Australian mathematician

    Australian Academy of Science in 2019. Amongst other things, he has worked on Yangians and Lie algebras. He is currently a Professor in the School of Mathematics

    Alexander Molev

    Alexander_Molev

  • N = 4 supersymmetric Yang–Mills theory
  • Superconformal Yang–Mills theory

    the Bethe ansatz method. They also construct an action of the associated Yangian on scattering amplitudes. Nima Arkani-Hamed et al. have also researched

    N = 4 supersymmetric Yang–Mills theory

    N_=_4_supersymmetric_Yang–Mills_theory

  • Yang–Baxter operator
  • Invertible linear endomorphism

    mechanics and topology. Yang–Baxter equation Hopf algebra Lie bialgebra Yangian Braid theory Quantum groups Baxter, R. J. (1982). Exactly solved models

    Yang–Baxter operator

    Yang–Baxter_operator

  • Restricted representation
  • Hom_{Sp(N-1)}(V,W)} can have dimension greater than one. It turns out that the Yangian Y ( g l 2 ) {\displaystyle Y({\mathfrak {gl}}_{2})} , a Hopf algebra introduced

    Restricted representation

    Restricted_representation

  • Michela Varagnolo
  • Italian-French mathematician

    have included representation theory, Hecke algebra, Schur–Weyl duality, Yangians, and quantum affine algebras. She earned a doctorate in 1993 at the University

    Michela Varagnolo

    Michela_Varagnolo

  • Quantum affine algebra
  • Mathematical discipline

    Quantum enveloping algebra Quantum KZ equations Littelmann path model Yangian Drinfeld, V. G. (1985), "Hopf algebras and the quantum Yang–Baxter equation"

    Quantum affine algebra

    Quantum_affine_algebra

  • United Nations Mission in Liberia
  • Peacekeeping operation in West Africa

    Liberia peacekeeping mission as a 'success'". DW. Retrieved 30 August 2022. Yangian, Kennedy L. "UNMIL Sets Up Human Rights Library in Bar Association Office"

    United Nations Mission in Liberia

    United Nations Mission in Liberia

    United_Nations_Mission_in_Liberia

  • Hopf algebra
  • Construction in algebra

    M.; Ha, Z. N. C.; Talstra, J. C.; Bernard, D.; Pasquier, V. (1992). "Yangian symmetry of integrable quantum chains with long-range interactions and

    Hopf algebra

    Hopf_algebra

  • Ivan Cherednik
  • Russian mathematician

    Congress of Mathematicians in Berlin. Dyson conjecture Macdonald polynomials Yangian Cherednik, Ivan (1995), "Double Affine Hecke Algebras and Macdonald's Conjectures"

    Ivan Cherednik

    Ivan_Cherednik

  • Shen Buhai
  • Chinese philosopher and politician (c. 400–c. 337 BC)

    Shang Yangian Legalist, even if Han Fei advocates it. Hence, Creel would argue that Han Fei does not himself consider Shen Buhai a Shang Yangian Legalist

    Shen Buhai

    Shen_Buhai

  • List of fellows of the Australian Academy of Science
  • wave science 1956 2019 Alexander Molev Pure mathematics, specialising in 'Yangians' 1961 2019 Surinder Singh Genetic modification of canola 2019 Catherine

    List of fellows of the Australian Academy of Science

    List_of_fellows_of_the_Australian_Academy_of_Science

  • Quasideterminant
  • Concept in mathematics

    41h5202G. doi:10.1088/1751-8113/41/8/085202. S2CID 14109958. A. Molev, Yangians and their applications, in Handbook of algebra, Vol. 3, North-Holland,

    Quasideterminant

    Quasideterminant

  • Evgeny Sklyanin
  • particular examples, ideas that led to the discovery of quantum groups and Yangians. He pioneered the investigation of quantum integrable systems with boundaries

    Evgeny Sklyanin

    Evgeny_Sklyanin

  • André LeClair
  • Canadian-American physicist and academic

    conducted a comprehensive examination of multiplicative representations of the Yangian double in collaboration with Bernard and Feodor Smirnov, and presented

    André LeClair

    André_LeClair

  • 2019 Liberian by-elections
  • death". The New Dawn Liberia. August 19, 2019. Retrieved August 11, 2024. Yangian, Kennedy L. (August 27, 2019). "Liberia: Four Charged for 'Unprovoked'

    2019 Liberian by-elections

    2019_Liberian_by-elections

  • 2020 Liberian by-elections
  • Election Battle". The New Dawn Liberia. allAfrica. Retrieved May 14, 2025. Yangian, Kennedy L. (November 2, 2020). "Liberia: Supreme Court Gives NEC Greenlight

    2020 Liberian by-elections

    2020_Liberian_by-elections

  • Capelli's identity
  • Mathematical identity concerning matrices

    21..123N, doi:10.1007/BF00401646, S2CID 121856652 Nazarov, M. (1998), "Yangians and Capelli identities", Amer. Math. Soc. Transl., 181: 139–163, arXiv:q-alg/9601027

    Capelli's identity

    Capelli's_identity

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Online names & meanings

  • Bradley
  • Surname or Lastname

    English

    Bradley

    English : habitational name from any of the many places throughout England named Bradley, from Old English brād ‘broad’ + lēah ‘woodland clearing’.Scottish : habitational name from Braidlie in Roxburghshire.Irish (Ulster) : adopted as an English equivalent of Gaelic Ó Brolcháin.

  • Alder
  • Surname or Lastname

    English

    Alder

    English : topographic name for someone living by an alder tree (Middle English al(d)re), or by a group of alders (the surname is often found in the plural form in Middle English).English : from a Middle English personal name, representing a falling together of two Old English names, Ealdhere ‘ancient army’ and Æ{dh}elhere ‘noble army’.German : variant of Alter.Translation of Swedish Ahl.Translation of Finnish Leppanen.

  • Chitty
  • Surname or Lastname

    English

    Chitty

    English : nickname from Middle English chitte ‘pup’, ‘cub’, ‘young (of an animal)’ (apparently related to Old English cī{dh} ‘shoot’, ‘sprout’).English : habitational name from a place named Chitty in the parish of Chislet, Kent, named from an Old English personal name Citta + ēg ‘island’, ‘dry ground in marsh’.Possibly an Americanized form of German Schütte (see Schutte).

  • Thangadurai | தாந்கதுராஈ
  • Boy/Male

    Tamil

    Thangadurai | தாந்கதுராஈ

    Golden king

  • Barke
  • Surname or Lastname

    English

    Barke

    English : variant spelling of Bark.

  • Gurmander
  • Girl/Female

    Indian, Punjabi, Sikh

    Gurmander

    Guru's Home of Soul; Guru's Temple

  • Gotra
  • Boy/Male

    Indian, Sanskrit

    Gotra

    Family; Race

  • Aalay | ஆலய
  • Boy/Male

    Tamil

    Aalay | ஆலய

    Refuge

  • Aanandit | ஆநஂதித
  • Boy/Male

    Tamil

    Aanandit | ஆநஂதித

    One who spreads Joy, Joyous, Full of bliss

  • Sarra
  • Girl/Female

    Indian

    Sarra

    Princess

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