Pages that link to "Item:Q1227105"
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The following pages link to Applications of the Lie algebraic formulas of Baker, Campbell, Hausdorff and Zassenhaus to the calculation of explicit solutions of partial differential equations (Q1227105):
Displaying 17 items.
- On matrix representations of deformed Lie algebras for quantized Hamiltonians (Q616290) (← links)
- New classes of finite-dimensional nonlinear filters (Q787951) (← links)
- Lie algebraic approach of a charged particle in presence of a constant magnetic field via the quadratic invariant (Q990018) (← links)
- Riccati equations and Lie series (Q1073232) (← links)
- Hyperbolic equations with coefficients in an enveloping algebra (Q1252467) (← links)
- On representations of Lie algebras for quantized Hamiltonians (Q1372960) (← links)
- The most general solution for the wave equation of the transformed Tavis-Cummings model (Q1965650) (← links)
- The geometry of differential constraints for a class of evolution PDEs (Q2197167) (← links)
- Dynamical properties of generalized traveling waves of exactly solvable forced Burgers equations with variable coefficients (Q2656036) (← links)
- On faithful matrix representations of \(q\)-deformed models in quantum optics (Q2693265) (← links)
- Lie algebras associated with the exponential solutions of nonautonomous linear differential equations. (Q2775052) (← links)
- Lie algebraic approach and quantum treatment of an anisotropic charged particle via the quadratic invariant (Q2849708) (← links)
- Current algebras and the identification problem (Q3329339) (← links)
- Lie algebraic methods and solutions of linear partial differential equations (Q3353422) (← links)
- Lie-trotter product formulas for nonlinear filtering (Q3729759) (← links)
- Evolution loops (Q3740710) (← links)
- Solution of linear partial differential equations by Lie algebraic methods (Q5961653) (← links)
