Research Papers

• PostScript preprints are available for download in some cases; some of these may contain typographical errors that were corrected in the published versions (or vice-versa in a few cases). If you don't have a PostScript printer or viewer, the home page for Ghostscript, Ghostview and GSview has appropriate software for several operating systems.
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• Paper (p)reprints of most papers are available upon request.

• B. Hunt,
  Pointwise Dimension of Attractors of Iterated Function Systems with Overlap
  
• B. Hunt & V. Kaloshin,
  Regularity of Embeddings of Infinite-Dimensional Fractal Sets into Finite-Dimensional Spaces
  
• P. So, E. Barreto, B. Hunt,
  Box-Counting Dimension Without Boxes: Computing D₀ from Average Expansion Rates
  
• B. Hunt, E. Ott, E. Rosa,
  Sporadically Fractal Basin Boundaries of Chaotic Systems
  

• G. Yuan & B. Hunt,
  Optimal Orbits of Hyperbolic Systems
  
• J. Jacobs, E. Ott, B. Hunt,
  Calculating Topological Entropy for Transient Chaos with an Application to Communicating with Chaos
  
• B. Hunt & V. Kaloshin,
  How Projections Affect the Dimension Spectrum of Fractal Measures
  
• J. Jacobs, E. Ott, B. Hunt,
  Scaling of the Durations of Chaotic Transients in Windows of Attracting Periodicity
  
• E. Barreto, B. Hunt, C. Grebogi, J. Yorke,
  From High Dimensional Chaos to Stable Periodic Orbits: the Structure of Parameter Space
  

• B. Hunt & E. Ott,
  Structure in the Parameter Dependence of Order and Chaos for the Quadratic Map
  
• S. Venkataramani, B. Hunt, E. Ott, D. Gauthier, J. Bienfang,
  Transitions to Bubbling of Chaotic Systems
  
• B. Hunt, E. Ott, J. Yorke,
  Differentiable Generalized Synchronization of Chaotic Systems
  
• B. Hunt, E. Ott, J. Yorke,
  Fractal Dimensions of Chaotic Saddles of Dynamical Systems
  
• S. Venkataramani, B. Hunt, E. Ott,
  The Bubbling Transition
  

• B. Hunt & E. Ott,
  Optimal Periodic Orbits of Chaotic Systems Occur at Low Period
  
• B. Hunt,
  The Hausdorff Dimension of Graphs of Weierstrass Functions
  
• B. Hunt,
  Maximum Local Lyapunov Dimension Bounds the Box Dimension of Chaotic Attractors
  
• U. Feudel, C. Grebogi, B. Hunt, J. Yorke,
  A Map with More than 100 Coexisting Low-period Periodic Attractors
  
• B. Hunt & E. Ott,
  Optimal Periodic Orbits of Chaotic Systems
  

• W. Chin, B. Hunt, J. Yorke,
  Correlation Dimension for Iterated Function Systems
  
• B. Hunt, J. Gallas, C. Grebogi, J. Yorke, H. Kocak,
  Bifurcation Rigidity
  
• B. Hunt, K. Khanin, Ya. Sinai, J. Yorke,
  Fractal Properties of Critical Invariant Curves
  
• J. Alexander, B. Hunt, I. Kan, J. Yorke,
  Intermingled Basins for the Triangle Map
  
• B. Hunt,
  Estimating Invariant Measures and Lyapunov Exponents
  

• B. Hunt,
  The Prevalence of Continuous Nowhere Differentiable Functions
  
• B. Hunt & J. Yorke,
  Maxwell on Chaos
  
• B. Hunt, T. Sauer, J. Yorke,
  Prevalence: a Translation-Invariant ``Almost Every'' on Infinite-Dimensional Spaces
  
• B. Hunt, I. Kan, J. Yorke,
  When Cantor Sets Intersect Thickly
  
• B. Hunt & J. Yorke,
  Smooth Dynamics on Weierstrass Nowhere Differentiable Curves
  

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