Pages that link to "Item:Q2416883"

The following pages link to Lie algebras responsible for zero-curvature representations of scalar evolution equations (Q2416883):

Displaying 8 items.

• Particle-like, dyx-coaxial and trix-coaxial Lie algebra structures for a multi-dimensional continuous Toda type system (Q823022) (← links)
• Lie algebras of slow growth and Klein-Gordon PDE (Q1792606) (← links)
• Nonlinear nonisospectral differential coverings for the hyper-CR equation of Einstein-Weyl structures and the Gibbons-Tsarev equation (Q2022428) (← links)
• Dromions for the coupled Maccari's system in fluid mechanics (Q2145458) (← links)
• On Lie algebras responsible for integrability of \((1+1)\)-dimensional scalar evolution PDEs (Q2173826) (← links)
• Lie algebraic representation results for nonstationary evolution operators (Q3756866) (← links)
• Scalar second-order evolution equations possessing an irreducible<i>sl</i>₂-valued zero-curvature representation (Q4468023) (← links)
• The Riemann–Hilbert approach to the generalized second-order flow of three-wave hierarchy (Q5037941) (← links)