Journal of Nonlinear Mathematical Physics is a mathematical journal devoted to the fast publication of high quality research papers concerned with the description, solution and application of nonlinear problems in physics, mathematics, and applied mathematical systems. Subject areas include (but are not limited to): Nonlinear Equations of Mathematical Physics Difference Equations and Functional Equations in Mathematical Physics Harmonic Analysis in Mathematical Physics Integrability and Non-integrability, Scattering/Inverse Scattering, Painlevé Analysis Classical and Quantum Many Body Problems Discrete Integrable Systems and Discrete Geometry Differential Geometry in Mathematical Physics Geometry and Algebra of Nonlinear Equations Instantons, Monopoles and Gauge Theory Field Theory, Deformation and Geometric Quantization Applications of Lie Groups, Lie Algebras and Higher Structures Quasi-exactly Solvable Models in Quantum Mechanics Symmetries and Invariants in Mathematical Physics Non-Commutative Geometry in Mathematical Physics Super Geometry and Super Integrable Systems Quantum Algebras, Non-Associative Algebras and Applications Number Theory, p-adic Analysis and Ultrametric Analysis in Mathematical Physics Computational Problems and Numerical Simulations in Nonlinear Mathematical Physics and Applied Mathematics Complex Fluids Nonlinear Waves Fractal Theory and Applications in Mathematical Physics Nonlinear Problems in Nanoscience, Optics and Signal Processing Nonlinear Problems and Modeling in Mathematical Biology For information on our policy on Artificial Intelligence (AI), please visit the Springer Editorial Policies page.