Universal computation by finite two-dimensional coupled map lattices
Orponen, P. & Matamala, M. (1996). Universal computation by finite two-dimensional coupled map lattices. PhysComp96 : Proceedings of the 4th Workshop on Physics and Computation. [Extended abstract]
Date
1996Copyright
© Orponen & Matamala, 1996
Extended abstract presented at the 4th Workshop on Physics and Computation (PhysComp 96), 22-24 Nov 1996. Boston, Massachusetts
Publisher
New England Complex Systems InstituteIs part of publication
PhysComp96 : Proceedings of the 4th Workshop on Physics and ComputationKeywords
Metadata
Show full item recordCollections
License
Related items
Showing items with similar title or keywords.
-
Lyapunov quantities and limit cycles in two-dimensional dynamical systems : analytical methods, symbolic computation and visualization
Kuznetsova, Olga (University of Jyväskylä, 2011) -
Studies of two-dimensional and three-dimensional phononic crystal structures
Tian, Yolan (University of Jyväskylä, 2016)This thesis focuses on studying phononic crystal structures. More specifically, it is aimed at fabrication and measurement of thermal properties of two-dimensional (2D) periodic microstructures and three-dimensional (3D) ... -
The impact of two-dimensional perfectionism on burnout and eating disorders in young Finnish athletes : comparison between males and females
Sorkkila, Matilda (2014)Matilda Sorkkila, 2014. The impact of two-dimensional perfectionism on burnout and eating disorders in young Finnish athletes: comparison between males and females. Master’s Thesis in Sport and Exercise Psychology. Department ... -
Growth of two-dimensional Au patches in graphene pores : a density-functional study
Antikainen, Saku (2016)Grafeenin löytämisen myötä kaksiulotteisten (2D) materiaalien tutkimus on edennyt huomattavasti viimeisen vuosikymmenen aikana. Myös 2D-metalleja on tutkittu, ja esimerkiksi atominpaksuinen rautakerros on onnistuttu ... -
Large two-dimensional electronic systems: Self-consistent energies and densities at low cost
Räsänen, Esa; Pittalis, Stefano; Bekcioglu, Gül; Makkonen, Ilja (American Physical Society, 2013)We derive a self-consistent local variant of the Thomas-Fermi approximation for (quasi-) two-dimensional (2D) systems by localizing the Hartree term. The scheme results in an explicit orbital-free representation of the ...