Universality of hypercubic random surfaces
Jun, 19977 pages
Published in:
- Phys.Lett.B 409 (1997) 173-176
e-Print:
- hep-th/9706037 [hep-th]
Report number:
- BI-TP-97-20
View in:
Citations per year
Abstract:
We study universality properties of the Weingarten hyper-cubic random surfaces. Since a long time ago the model with a local restriction forbidding surface self-bendings has been thought to be in a different universality class from the unrestricted model defined on the full set of surfaces. We show that both models in fact belong to the same universality class with the entropy exponent gamma = 1/2 and differ by finite size effects which are much more pronounced in the restricted model.Note:
- 8 pages, 3 figures Report-no: BI-TP-97/20
- string model: susceptibility
- random surface
- universality
- entropy
- effect: finite size
- numerical calculations: Monte Carlo
References(10)
Figures(0)