DOI10.1007/s003329900063zbMath0923.35169OpenAlexW1976504829WikidataQ127991299 ScholiaQ127991299MaRDI QIDQ1277228
Patrick J. McKenna, Alan R. Champneys, Alice C. Yew
Publication date: 2 February 1999
Published in: Journal of Nonlinear Science (Search for Journal in Brave)
Full work available at URL: https://research-information.bristol.ac.uk/en/publications/multiple-solitarywaves-due-to-second-harmonic-generation-in-quadratic-media(0a7b41d2-51ff-45cc-999a-e1a1736953d5).html
Infinitely many solitary waves due to the second-harmonic generation in quadratic media,
Higher dimensional solitary waves generated by second-harmonic generation in quadratic media,
Standing waves of coupled Schrödinger equations with quadratic interactions from Raman amplification in a plasma,
Classification and qualitative analysis of positive solutions of the nonlinear Hartree type system,
Existence of positive and sign-changing solutions to a coupled elliptic system with mixed nonlinearity growth,
Optical solitons as ground states of NLS in the regime of strong dispersion management,
Local and global well-posedness for a quadratic Schrödinger system on Zoll manifolds,
Uniqueness of positive solutions to some coupled cooperative variational elliptic systems,
Periodic and solitary waves in systems of coherently coupled nonlinear envelope equations,
Positive ground state solutions of a quadratically coupled Schrödinger system,
Optical solitons due to quadratic nonlinearities: From basic physics to futuristic applications,
Stabilizing effects of dispersion management,
Multipulses of nonlinearly coupled Schrödinger equations,
Homoclinic orbits in reversible systems and their applications in mechanics, fluids and optics,
Existence of constrained minimizer for a quadratically coupled Schrödinger systems,
On three-wave interaction Schrödinger systems with quadratic nonlinearities: global well-posedness and standing waves,
Schrödinger systems with quadratic interactions,
A new type of solutions for a nonlinear Schrödinger system with \(\chi^{(2)}\) nonlinearities,
A system of Schrödinger equations with general quadratic-type nonlinearities,
Computing interacting multi-fronts in one dimensional real Ginzburg Landau equations
