MLAB
MLAB is an ideal tool for mathematical and statistical exploration, and for solving simulation and modeling problems such as chemical kinetics, pharmacological compartmental models, multiple site ligand binding, neurophysiological modeling, and ultracentrifuge models, to name just a few. MLAB is especially designed to handle differential equation models.
(Source: http://mathres.kevius.com/software.htm)
Keywords for this software
References in zbMATH (referenced in 5 articles )
Showing results 1 to 5 of 5.
Sorted by year (- Skelton, Andrew; Willms, Allan R.: Parameter range reduction from partial data in systems of differential algebraic equations (2020)
- Gastaldelli, Amalia; Martini, Silvia; Donati, Alessandro; Marchettini, Nadia; Rossi, Claudio; Bastianoni, Simone: A new approach to study in vivo cellular metabolism using a modellistic analysis of magnetic resonance spectra (2009)
- Bunow, B.; Segev, I.; Fleshman, J. W.: Modeling the electrical behavior of anatomically complex neurons using a network analysis program: Excitable membrane (1985)
- Segev, I.; Fleshman, J. W.; Miller, J. P.; Bunow, B.: Modeling the electrical behavior of anatomically complex neurons using a network analysis program: Passive membrane (1985)
- Ermentrout, G. Bard: Period doublings and possible chaos in neural models (1984)