Lowering of Dimensionality in Phase Transitions with Random Fields
We prove that to all orders in perturbation expansion, the critical exponents of a phase transition in a $d$-dimensional ($4<d<6$) system with short-range exchange and a random ...
Publications
2 shownThe Wilson theory and the Ginzburg critical region
The critical region around the true phase transition temperature is estimated for Ising-like models near d=4 and for the same models with long (but finite) range interactions at...
Frequent Co-Authors
Researcher Info
- h-index
- 2
- Publications
- 2
- Citations
- 431
- Institution
- Hebrew University of Jerusalem
External Links
Impact Metrics
h-index
2
h-index: Number of publications with at least h citations each.