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.
Keywords for this software
References in zbMATH (referenced in 21 articles )
Showing results 1 to 20 of 21.
Sorted by year (- Ghazaryan, Anna; Lafortune, Stephane; Manukian, Vahagn: Spectral analysis of fronts in a Marangoni-driven thin liquid film flow down a slope (2020)
- Barker, B.; Humpherys, J.; Lyng, G.; Lytle, J.: Evans function computation for the stability of travelling waves (2018)
- Barker, Blake; Humpherys, Jeffrey; Lyng, Gregory; Zumbrun, Kevin: Euler versus Lagrange: the role of coordinates in practical Evans-function computations (2018)
- Barker, Blake; Humpherys, Jeffrey; Lyng, Gregory; Zumbrun, Kevin: Balanced flux formulations for multidimensional Evans-function computations for viscous shocks (2018)
- Barker, Blake; Jung, Soyeun; Zumbrun, Kevin: Turing patterns in parabolic systems of conservation laws and numerically observed stability of periodic waves (2018)
- Barker, Blake; Nguyen, Rose; Sandstede, Björn; Ventura, Nathaniel; Wahl, Colin: Computing Evans functions numerically via boundary-value problems (2018)
- Ghazaryan, Anna; Lafortune, Stephane; Manukian, Vahagn: Stability of nonlinear waves and patterns and related topics (2018)
- Ozbag, Fatih; Schecter, Stephen: Stability of combustion waves in a simplified gas-solid combustion model in porous media (2018)
- 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)
- Humpherys, Jeffrey; Lyng, Gregory; Zumbrun, Kevin: Multidimensional stability of large-amplitude Navier-Stokes shocks (2017)
- Wu, Yaping; Yan, Niannian: Stability of traveling waves for autocatalytic reaction systems with strong decay (2017)
- Zumbrun, Kevin: Recent results on stability of planar detonations (2017)
- Barker, Blake; Zumbrun, Kevin: Numerical proof of stability of viscous shock profiles (2016)
- Barker, Blake; Freistühler, Heinrich; Zumbrun, Kevin: Convex entropy, Hopf bifurcation, and viscous and inviscid shock stability (2015)
- Barker, Blake; Humpherys, Jeffrey; Lyng, Gregory; Zumbrun, Kevin: Viscous hyperstabilization of detonation waves in one space dimension (2015)
- Hendricks, Jeffrey; Humpherys, Jeffrey; Lyng, Gregory; Zumbrun, Kevin: Stability of viscous weak detonation waves for Majda’s model (2015)
- Humpherys, Jeffrey; Lytle, Joshua: Root following in Evans function computation (2015)
- Barker, Blake: Numerical proof of stability of roll waves in the small-amplitude limit for inclined thin film flow (2014)
- Beyn, Wolf-Jürgen; Latushkin, Yuri; Rottmann-Matthes, Jens: Finding eigenvalues of holomorphic Fredholm operator pencils using boundary value problems and contour integrals (2014)
- 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)