STABLAB

STABLAB: A MATLAB-based numerical library for Evans function computation. STABLAB is an interactive MATLAB-based toolbox for Evans function computation. It is designed to balance efficiency and flexibility. With only a few user defined files, the Evans function can be computed and the winding number calculated to determine the presence of unstable spectra.

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References in zbMATH (referenced in 21 articles )

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  1. Ghazaryan, Anna; Lafortune, Stephane; Manukian, Vahagn: Spectral analysis of fronts in a Marangoni-driven thin liquid film flow down a slope (2020)
  2. Barker, B.; Humpherys, J.; Lyng, G.; Lytle, J.: Evans function computation for the stability of travelling waves (2018)
  3. Barker, Blake; Humpherys, Jeffrey; Lyng, Gregory; Zumbrun, Kevin: Euler versus Lagrange: the role of coordinates in practical Evans-function computations (2018)
  4. Barker, Blake; Humpherys, Jeffrey; Lyng, Gregory; Zumbrun, Kevin: Balanced flux formulations for multidimensional Evans-function computations for viscous shocks (2018)
  5. Barker, Blake; Jung, Soyeun; Zumbrun, Kevin: Turing patterns in parabolic systems of conservation laws and numerically observed stability of periodic waves (2018)
  6. Barker, Blake; Nguyen, Rose; Sandstede, Björn; Ventura, Nathaniel; Wahl, Colin: Computing Evans functions numerically via boundary-value problems (2018)
  7. Ghazaryan, Anna; Lafortune, Stephane; Manukian, Vahagn: Stability of nonlinear waves and patterns and related topics (2018)
  8. Ozbag, Fatih; Schecter, Stephen: Stability of combustion waves in a simplified gas-solid combustion model in porous media (2018)
  9. Barker, Blake; Johnson, Mathew A.; Noble, Pascal; Rodrigues, L. Miguel; Zumbrun, Kevin: Stability of viscous St. Venant roll waves: from onset to infinite Froude number limit (2017)
  10. Humpherys, Jeffrey; Lyng, Gregory; Zumbrun, Kevin: Multidimensional stability of large-amplitude Navier-Stokes shocks (2017)
  11. Wu, Yaping; Yan, Niannian: Stability of traveling waves for autocatalytic reaction systems with strong decay (2017)
  12. Zumbrun, Kevin: Recent results on stability of planar detonations (2017)
  13. Barker, Blake; Zumbrun, Kevin: Numerical proof of stability of viscous shock profiles (2016)
  14. Barker, Blake; Freistühler, Heinrich; Zumbrun, Kevin: Convex entropy, Hopf bifurcation, and viscous and inviscid shock stability (2015)
  15. Barker, Blake; Humpherys, Jeffrey; Lyng, Gregory; Zumbrun, Kevin: Viscous hyperstabilization of detonation waves in one space dimension (2015)
  16. Hendricks, Jeffrey; Humpherys, Jeffrey; Lyng, Gregory; Zumbrun, Kevin: Stability of viscous weak detonation waves for Majda’s model (2015)
  17. Humpherys, Jeffrey; Lytle, Joshua: Root following in Evans function computation (2015)
  18. Barker, Blake: Numerical proof of stability of roll waves in the small-amplitude limit for inclined thin film flow (2014)
  19. Beyn, Wolf-Jürgen; Latushkin, Yuri; Rottmann-Matthes, Jens: Finding eigenvalues of holomorphic Fredholm operator pencils using boundary value problems and contour integrals (2014)
  20. Barker, Blake; Johnson, Mathew A.; Noble, Pascal; Rodrigues, L. Miguel; Zumbrun, Kevin: Nonlinear modulational stability of periodic traveling-wave solutions of the generalized Kuramoto-Sivashinsky equation (2013)

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