| 释义 |
- External links
As a novel type of semi-discrete dynamical systems, Boolean delay equations (BDEs) are models with Boolean-valued variables that evolve in continuous time. Since at the present time, most phenomena are too complex to be modeled by partial differential equations (as continuous infinite-dimensional systems), BDEs are intended as a (heuristic) first step on the challenging road to further understanding and modeling them. For instance, one can mention complex problems in fluid dynamics, climate dynamics, solid-earth geophysics, and many problems elsewhere in natural sciences where much of the discourse is still conceptual. External links- {{cite journal |author=Ghil M, Zaliapin I |title=A Novel Fractal Way: Boolean Delay Equations and Their Applications to the Geosciences |publisher=atmos.ucla.edu |format=PDF |url=http://www.atmos.ucla.edu/tcd/PREPRINTS/BDE_rev05_B.pdf}}
- Boolean Delay Equations: A New Type of Dynamical Systems and Its Applications to Climate and Earthquakes
- {{cite journal |author=Wright DG, Stocker TF, Mysak LA |title=A note on quaternary climate modelling using Boolean delay equations |journal=Climate Dynamics |volume=4 |issue=4 |pages=263–7 |year=1990 |doi=10.1007/BF00211063 |url=http://www.springerlink.com/content/w4m42276x8mk4782/fulltext.pdf |format=PDF|bibcode=1990ClDy....4..263W }}
- {{cite journal |author=Oktem H, Pearson R, Egiazarian K |title=An adjustable aperiodic model class of genomic interactions using continuous time Boolean networks (Boolean delay equations) |journal=Chaos |volume=13 |issue=4 |pages=1167–74 |date=December 2003 |pmid=14604408 |doi=10.1063/1.1608671 |url=http://link.aip.org/link/?cha/13/1167&agg=MEDLINE_CHA |archive-url=https://archive.today/20130223112728/http://link.aip.org/link/?cha/13/1167&agg=MEDLINE_CHA |dead-url=yes |archive-date=2013-02-23 |bibcode=2003Chaos..13.1167O }}
- {{cite journal |doi=10.1016/j.physd.2008.07.006 |author=Ghil M, Zaliapin I, Coluzzi B |title=Boolean Delay Equations: A simple way of looking at complex systems |journal=Physica D |volume=237 |pages=2967–86 |year=2008 |arxiv=nlin.CG/0612047 |issue=23 |bibcode=2008PhyD..237.2967G }}
{{DEFAULTSORT:Boolean Delay Equation}}{{mathapplied-stub}} 2 : Dynamical systems|Mathematical modeling |