Modèle réticulaire And NotN. Zenine
List of bibliographic references
Number of relevant bibliographic references: 13.Ident. | Authors (with country if any) | Title |
---|---|---|
000678 | L. Djenidi [Australie] ; S. F. Tardu [France] ; R. A. Antonia [Australie] | Relationship between temporal and spatial averages in grid turbulence |
000D66 | R. Brak [Australie] ; J. W. Essam [Royaume-Uni] | Simple asymmetric exclusion model and lattice paths: bijections and involutions |
000E92 | L. Djenidi [Australie] ; S. F. Tardu [France] | On the anisotropy of a low-Reynolds-number grid turbulence |
000F91 | J. H. Barry [États-Unis] ; K. A. Muttalib [États-Unis] ; T. Tanaka [États-Unis] | Ionic conductivity in a quantum lattice gas model with three-particle interactions |
001001 | I. T. Alam [Australie] ; M. T. Bachelor [Australie] | Integrability as a consequence of discrete holomorphicity: the ZN model |
001228 | Jesper Lykke Jacobsen [France] ; Christian R. Scullard [États-Unis] | Critical manifold of the kagome-lattice Potts model |
001F27 | Nicholas R. Beaton [Australie] ; Philippe Flajolet [France] ; Anthony J. Guttmann [Australie] | The unusual asymptotics of three-sided prudent polygons |
002994 | Anthony J. Guttmann [Australie] ; Jesper L. Jacobsen [France] ; Iwan Jensen [France] ; Sanjay Kumar [Inde] | Modeling force-induced bio-polymer unfolding |
005693 | L. L. Chu [Hong Kong] ; K. W. Yu [Hong Kong] | Spin scattering of a particle for periodic boundary conditions |
005877 | Iwan Jensen [Australie] | Enumeration of compact self-avoiding walks |
005982 | Miki Hirabayashi [Japon] ; YU CHEN [Japon] ; Hirotada Ohashi [Japon] | A lattice Boltzmann analysis of the effects of the internal angular momentum on rheology of magnetic fluids |
006362 | B. Coqblin [France] ; J. R. Iglesias [Brésil] ; C. Lacroix [France] | Magnetic correlations in the Kondo lattice : The Doniach diagram revisited |
006946 | J. P. Sutcliffe [Australie, France] | Explication of the nature of a "concept of a context" in the light of the nature of the "context" as implied by Aristotle's theory |
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