In physics, the Gaudin model, sometimes known as the quantum Gaudin model, is a model, or a large class of models, in statistical mechanics first described...

physics, the Garnier integrable system, also known as the classical Gaudin model is a classical mechanical system discovered by René Garnier in 1919 by...

statistical lattice models 8-vertex model Gaudin model Ising model in 1- and 2-dimensions Ice-type model of Lieb Quantum Heisenberg model Hitchin system Pentagram...

characterize the spectrum of the Gaudin model. Specifically, for a g {\displaystyle {\mathfrak {g}}} -Gaudin model, and defining L g {\displaystyle ^{L}{\mathfrak...

The quantum Heisenberg model, developed by Werner Heisenberg, is a statistical mechanical model used in the study of critical points and phase transitions...

for the full set of the quantum commuting conservation laws for the Gaudin model, discovering the following theorem. Consider det ( ∂ ∂ z − L ( z ) )...

defining spectral curves. (The Garnier system is the classical limit of the Gaudin model. In turn, the Schlesinger equations are the classical limit of the...

and another set of exactly solvable models called the Gaudin magnets, collectively known as Richardson-Gaudin models. Several subsequent applications involved...

Ludwig Faddeev. Quantum Heisenberg model Inozemtsev model Haldane–Shastry model Quantum Gaudin model Lattice model (physics) Exactly solvable Heisenberg...

is connected to solutions of Painlevé differential equations and the Gaudin model. The Glaisher–Kinkelin constant A can be defined via the following limit:...

Kontorova (1939) in their study of crystal dislocations known as the Frenkel–Kontorova model. This equation attracted a lot of attention in the 1970s due to the presence...

Michel Gaudin (2 December 1931 – 4 August 2023) was a French physicist, known for the Gaudin model, in which a central spin is coupled to many surrounding...

is a partial differential equation (PDE) which serves as a mathematical model of waves on shallow water surfaces. It is particularly notable as the prototypical...

Examples Quantum Heisenberg model Gaudin model Theory Algebraic Bethe ansatz Quantum inverse scattering method Yang–Baxter equation...

master theories are four-dimensional Chern–Simons theory and the affine Gaudin model. The moduli space of Yang–Mills equations over a compact Riemann surface...

Infinite-dimensional Chern–Simons theory Integrable system Classical Gaudin model Anti-self-dual Yang–Mills equations nLab page Nekrasov, Nikita (November...

In nuclear physics, the chiral model, introduced by Feza Gürsey in 1960, is a phenomenological model describing effective interactions of mesons in the...

commuting operators in quantum integrable spin systems, such as the Gaudin model, using the Bethe ansatz method. A further application is to the solution...

impurity model Gaudin model XXX and XXZ Heisenberg spin chain for arbitrary spin s {\displaystyle s} Hubbard model Kondo model Lieb–Liniger model Six-vertex...

closely related algebraic Bethe ansatz, is a method for solving integrable models in 1+1 dimensions, introduced by Leon Takhtajan and L. D. Faddeev in 1979...

Examples Quantum Heisenberg model Gaudin model Theory Algebraic Bethe ansatz Quantum inverse scattering method Yang–Baxter equation...

the Bruno-Gaudin "wave" model or the suspended tube model. Removing or hiding exposed pipes and electrical cables, notably with the Bruno-Gaudin light fixture...

Jean-Claude Gaudin (French pronunciation: [ʒɑ̃ klod ɡodɛ̃] ; 8 October 1939 – 20 May 2024) was a French politician for The Republicans. He served as the...

Feigin, Boris; Frenkel, Edward; Reshetikhin, Nikolai (3 Apr 1994). "Gaudin Model, Bethe Ansatz and Critical Level". Commun. Math. Phys. 166: 27–62. arXiv:hep-th/9402022...

Elliptic Commutative Families and Characteristic Polynomial of Elliptic Gaudin Model". SIGMA. 5: 110. arXiv:0908.4064. Bibcode:2009SIGMA...5..110R. doi:10...

separation of variables for the s l ( 2 ) {\displaystyle {\mathfrak {sl}}(2)} Gaudin model. Representation theory of affine Lie algebra and quantum groups Braid...

laundresses and artisans". Between 1884 and 1889, French laundress Carmen Gaudin modeled for Lautrec for some 15 paintings. In the late 1880s, Lautrec began...

Varchenko categorified this fact and showed that the Bethe algebra of the Gaudin model on such a space of invariants is isomorphic to the algebra of functions...

(eds.). Centrifuges in Soil Mechanics. Balkema. pp. 199–202. Garnier, J.; Gaudin, C.; Springman, S.M.; Culligan, P.J.; Goodings, D.J.; Konig, D.; Kutter...

Marie Gaudin (French pronunciation: [maʁi ɡodɛ̃]; 1495–1580), Dame de La Bourdaisière and de Thuisseau, was a French lady-in-waiting, known as the lover...