FHFrank Den Hollander
Frank Den Hollander
*This is an algorithmically generated author record based on publicly available information.
Current Organizations / Institutes
The organizations/institutes from the scholar's latest article
Research Subjects
Frank Den Hollander has a total of 4 co-authors. Here are the top co-authors by number of shared publications:
- Gordon Slade
McMaster University
1 shared publication Jeffrey E. Steif
Chalmers University of Technology
1 shared publication- Michiel van Den Berg
University of Bristol
1 shared publication - Remco van der Hofstad
Department of Mathematics and Statistics, McMaster University, Hamilton, Ontario, Canada L8S 4K1.and
1 shared publication
Latest Publications
- 1 May 1999
- Published by Wiley in Proceedings of the London Mathematical Society
- Vol. 78 (3) , 627-661
Asymptotics for the Heat Content of a Planar Region with a Fractal Polygonal Boundary
- 1 May 1999
- Published by Wiley in Proceedings of the London Mathematical Society
- Vol. 78 (3) , 627-661
Asymptotics for the Heat Content of a Planar Region with a Fractal Polygonal Boundary
- 1 June 1998
- Published by Springer Nature in Probability Theory and Related Fields
- Vol. 111 (2) , 253-286
A new inductive approach to the lace expansion for self-avoiding walks
- 1 June 1998
- Published by Springer Nature in Probability Theory and Related Fields
- Vol. 111 (2) , 253-286
A new inductive approach to the lace expansion for self-avoiding walks
- 1 December 1997
- Published by Springer Nature in Journal d'Analyse Mathématique
- Vol. 72 (1) , 165-202
Mixing properties of the generalized T, T-1-process
- 1 December 1997
- Published by Springer Nature in Journal d'Analyse Mathématique
- Vol. 72 (1) , 165-202
Mixing properties of the generalized T, T-1-process
- 1 March 1996
- Published by Wiley in Statistica Neerlandica
- Vol. 50 (1) , 136-145
Random polymers
This paper is a mini‐review of some recent developments on probabilistic models for polymer chains.
- 1 March 1996
- Published by Wiley in Statistica Neerlandica
- Vol. 50 (1) , 136-145
Random polymers
This paper is a mini‐review of some recent developments on probabilistic models for polymer chains.