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Fast and slowly evolving vector solitons in mode-locked fibre lasers
Sergey V. Sergeyev
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Corresponding author for this work
Aston Institute of Photonic Technologies (AiPT)
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Keyphrases
Mode-locked Lasers
100%
Vector Soliton
100%
Linear Birefringence
66%
Mode-locking
33%
Laser Cavity
33%
Erbium-doped Fiber Laser
33%
Polarization State
33%
Polarization Controller
33%
Light-induced
33%
Magnetization
33%
Vector Model
33%
Polarized Light
33%
Polarization Mode
33%
Carbon Nanotubes
33%
Fiber Birefringence
33%
Optical Field
33%
Nanoparticles
33%
Active Medium
33%
Laser Modes
33%
Secure Communication
33%
Erbium Ions
33%
New Vectors
33%
Coherent Coupling
33%
Storage Devices
33%
Induced Anisotropy
33%
Circular Birefringence
33%
Coupled Nonlinearity
33%
Erbium-doped
33%
Ginzburg-Landau Equation
33%
Slow Relaxation
33%
Schrdinger
33%
Relaxation Dynamics
33%
Elliptical Polarization
33%
Physics
Solitary Wave
100%
Fiber Laser
100%
Erbium
66%
Birefringence
66%
Laser Cavity
33%
Erbium-Doped Fiber
33%
Anisotropy
33%
Nanoparticle
33%
Landau-Ginzburg Equation
33%
Laser Modes
33%
Carbon Nanotube
33%
Data Storage
33%
Engineering
Solitary Wave
100%
Fiber Laser
100%
Polarization Mode
33%
Limitations
33%
Erbium-Doped Fiber
33%
Doped Fiber Laser
33%
Laser Cavity
33%
Optical Field
33%
Active Medium
33%
Carbon Nanotube
33%
Nanoparticle
33%
Polarization Controller
33%
Erbium Ion
33%
Material Science
Erbium
100%
Fiber Laser
100%
Birefringence
100%
Carbon Nanotube
50%
Erbium-Doped Fiber
50%
Nanoparticle
50%
Anisotropy
50%