We examine numerically the zero-temperature (2+ 1)-dimensional directed polymer in a
random medium, along with several of its brethren via the Kardar-Parisi-Zhang (KPZ) …

The dynamical regimes of models belonging to the Kardar-Parisi-Zhang (KPZ) universality
class are investigated in d= 2+ 1 by extensive simulations considering flat and curved …

We examine the evolution of an Ising ferromagnet endowed with zero-temperature single
spin-flip dynamics. A large droplet of one phase in the sea of the opposite phase eventually …

The evolution of interface configuration during sapphire crystal growth by Czochralski
method was studied on the basis of chemical bonding conditions at crystal/melt interface. On …

We consider an Ising model on a square lattice with ferromagnetic spin-spin interactions
spanning beyond nearest neighbors. Starting from initial states with a single unbounded …

Let be a bounded, smooth enough domain of ℝ2. For L> 0 consider the continuous‐time,
zero‐temperature heat bath stochastic dynamics for the nearest‐neighbor Ising model on …

The intricacies of fundamental interactions between elementary particles or massive objects
are respectively understood within the framework of quantum physics (more specifically …

We study scaling properties of the honeycomb fully packed loop ensemble associated with a
lozenge tiling model of rough surface, when the latter is driven out of equilibrium by Kardar …

We investigate a class of Young diagrams growing via the addition of unit cells and
satisfying the constraint that the height difference between adjacent columns⩾ r. In the long …

We study crystal growth inside an infinite octant on a cubic lattice. The growth proceeds
through the deposition of elementary cubes into inner corners. After rescaling by the …