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1994 (1)
1Author    Günter RadonsRequires cookie*
 Title    Mechanisms for Phase Transitions in the Multifractal Analysis of Invariant Densities of Correlated Random Maps  
 Abstract    Multifractal properties of the invariant densities of correlated random maps are analyzed. It is proven that within the thermodynamical formalism phase transitions for finite correlations may be due to transients. For systems with infinite correlations we show analytically that phase transitions can occur as a consequence of localization-delocalization transitions of relevant eigenfunctions. 
  Reference    Z. Naturforsch. 49a, 1219—1222 (1994); received October 12 1994 
  Published    1994 
  Keywords    Fractals, Dynamical systems, Phase transitions, Stochastic automata, Random walk 
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 TEI-XML for    default:Reihe_A/49/ZNA-1994-49a-1219.pdf 
 Identifier    ZNA-1994-49a-1219 
 Volume    49