We construct a random surface model with a string susceptibility exponent one quarter by taking an Ising model on a random surface and introducing an additional degree of freedom which amounts to allowing certain outgrowths on the surfaces. Fine tuning the Ising temperature and the weight factor for outgrowths we find a triple point where the susceptibility exponent is one quarter. At this point magnetized and nonmagnetized gravity phases meet a branched polymer phase
An exact analysis of the Ising model with infinite-range interactions in a random field and a local ...
A Z2 gauge model with n-component-vector degrees of freedom on a dodecahedral lattice is coupled to ...
The Ising model is one of the simplest mathematical settings in which it can be studied how, from a...
We construct a random surface model with a string susceptibility exponent one quarter by taking an I...
The effect of surface on the critical behaviour of a ferromagnetic Ising spin model in a random tran...
We show that the random-field Ising model may be tuned to obtain two distinct scenarios of phase dia...
We show that the random-field Ising model may be tuned to obtain two distinct scenarios of phase dia...
We study the phase diagram of statistical systems of closed and open interfaces built on a cubic lat...
We study the properties of the classical Ising model with nearest-neighbor interaction for spins loc...
We study the properties of the classical Ising model with nearest-neighbor interaction for spins loc...
We present a simple and systematic method to calculate phase diagrams of random Ising models. It app...
We present a simple and systematic method to calculate phase diagrams of random Ising models. It app...
We present a simple and systematic method to calculate phase diagrams of random Ising models. It app...
An exact analysis of the Ising model with infinite-range interactions in a random field and a local ...
International audienceWe present numerical simulations of the random field Ising model in three dime...
An exact analysis of the Ising model with infinite-range interactions in a random field and a local ...
A Z2 gauge model with n-component-vector degrees of freedom on a dodecahedral lattice is coupled to ...
The Ising model is one of the simplest mathematical settings in which it can be studied how, from a...
We construct a random surface model with a string susceptibility exponent one quarter by taking an I...
The effect of surface on the critical behaviour of a ferromagnetic Ising spin model in a random tran...
We show that the random-field Ising model may be tuned to obtain two distinct scenarios of phase dia...
We show that the random-field Ising model may be tuned to obtain two distinct scenarios of phase dia...
We study the phase diagram of statistical systems of closed and open interfaces built on a cubic lat...
We study the properties of the classical Ising model with nearest-neighbor interaction for spins loc...
We study the properties of the classical Ising model with nearest-neighbor interaction for spins loc...
We present a simple and systematic method to calculate phase diagrams of random Ising models. It app...
We present a simple and systematic method to calculate phase diagrams of random Ising models. It app...
We present a simple and systematic method to calculate phase diagrams of random Ising models. It app...
An exact analysis of the Ising model with infinite-range interactions in a random field and a local ...
International audienceWe present numerical simulations of the random field Ising model in three dime...
An exact analysis of the Ising model with infinite-range interactions in a random field and a local ...
A Z2 gauge model with n-component-vector degrees of freedom on a dodecahedral lattice is coupled to ...
The Ising model is one of the simplest mathematical settings in which it can be studied how, from a...