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  1. 201
    Integrability, intertwiners and non-linear algebras in Calogero models
    Subjects: “...Integrable Field Theories...”
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    Article
  2. 202
    Hamiltonian structures and Riemann-Hilbert problems of integrable systems
    by Gu, Xiang
    Published 2018
    Subjects: “...Integrable Systems...”
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  3. 203
    Rigorous Approach to Quantum Integrable Models at Finite Temperature
    by Goomanee, Salvish
    Published 2019
    Subjects: “...Non-linear integral equations...”
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  4. 204
    Rational matrix differential operators and integrable systems of PDEs
    “... feature of integrability for systems of evolution PDEs ut = F(u), where F lies in a differential algebra...”
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  5. 205
    On fractional Volterra integrodifferential equations with fractional integrable impulses
    by Sagar T. Sutar, Kishor D. Kucche
    Published 2019-06-01
    Subjects: “...integrable impulses...”
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    Article
  6. 206
    Spin diffusion from an inhomogeneous quench in an integrable system
    by Marko Ljubotina, Marko Žnidarič, Tomaž Prosen
    Published 2017-07-01
    “...The anisotropic Heisenberg model is integrable, possessing a macroscopic number of conserved...”
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    Article
  7. 207
    Overlaps and fermionic dualities for integrable super spin chains
    Subjects: “...Lattice Integrable Models...”
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    Article
  8. 208
    RG flows of integrable σ-models and the twist function
    Subjects: “...Integrable Field Theories...”
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    Article
  9. 209
    Integrable sigma models and 2-loop RG flow
    by Ben Hoare, Nat Levine, Arkady A. Tseytlin
    Published 2019-12-01
    Subjects: “...Integrable Field Theories...”
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    Article
  10. 210
    Correlation functions of integrable O(n) spin chains
    by G.A.P. Ribeiro
    Published 2020-08-01
    “...We study the correlation functions of the integrable O(n) spin chain in the thermodynamic limit. We...”
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    Article
  11. 211
    Inhomogeneous spacetimes in Weyl integrable geometry with matter source
    “...Abstract We investigate the existence of inhomogeneous exact solutions in Weyl Integrable theory...”
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    Article
  12. 212
    On the Integrable Chaplygin Type Hydrodynamic Systems and Their Geometric Structure
    by Yarema Prykarpatskyy
    Published 2020-05-01
    “...A class of spatially one-dimensional completely integrable Chaplygin hydrodynamic systems...”
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    Article
  13. 213
    Quantum integrable systems from supergroup gauge theories
    by Heng-Yu Chen, Taro Kimura, Norton Lee
    Published 2020-09-01
    Subjects: “...Lattice Integrable Models...”
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    Article
  14. 214
    Well-posedness and behaviors of solutions to an integrable evolution equation
    by Sen Ming, Shaoyong Lai, Yeqin Su
    Published 2020-10-01
    “...Abstract This work is devoted to investigating the local well-posedness for an integrable evolution...”
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    Article
  15. 215
    Integrable deformation of ℂP n and generalised Kähler geometry
    Subjects: “...Integrable Field Theories...”
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    Article
  16. 216
    Assembling integrable σ-models as affine Gaudin models
    by F. Delduc, S. Lacroix, M. Magro, B. Vicedo
    Published 2019-06-01
    Subjects: “...Integrable Field Theories...”
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    Article
  17. 217
    From su(2) Gaudin Models to Integrable Tops
    by Matteo Petrera, Orlando Ragnisco
    Published 2007-04-01
    “...Symmetry, Integrability and Geometry: Methods and Applications...”
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    Article
  18. 218
    Camera-Integrable Wide-Bandwidth Antenna for Capsule Endoscope
    by Jong Jin Baek, Se Woong Kim, Youn Tae Kim
    Published 2019-12-01
    Subjects: “...camera-integrable antenna...”
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    Article
  19. 219
    Accelerator-feasible N-body nonlinear integrable system
    by V. Danilov, S. Nagaitsev
    Published 2014-12-01
    “...Nonlinear N-body integrable Hamiltonian systems, where N is an arbitrary number, have attracted...”
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    Article
  20. 220
    Further Results on the Traveling Wave Solutions for an Integrable Equation
    by Chaohong Pan, Zhengrong Liu
    Published 2013-01-01
    “... solutions between the integrable equation and the generalized KdV equation is revealed. Moreover, when k=−(p...”
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    Article
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