Emil Andreev

Topological Phase Transition in Möbius Ising Information Networks

In this work, the critical properties of a quasi-one-dimensional Ising model on a graph with a nontrivial global topology --- a Möbius strip --- are investigated using nonequilibrium stochastic Glauber dynamics and finite-size scaling theory. The concept of a nonlocal transverse...

Topological Phase Transition in Möbius Ising Information Networks

In this work, the critical properties of a quasi-one-dimensional Ising model on a graph with a nontrivial global topology --- a Möbius strip --- are investigated using nonequilibrium stochastic Glauber dynamics and finite-size scaling theory. The concept of a nonlocal transverse...