We introduce a notion of s-holomorphicity suitable for certain quantum spin systems in one dimension and define two observables in the critical transverse-field Ising model which have this property. The observables are defined using graphical representations in the complex plane and are analogous to Smirnov's fk-Ising and spin-Ising observables, respectively. We also briefly discuss scaling limits of these observables
In this thesis we explore the existence and the universality of the planar Ising model, at and near ...
International audienceWe derive the exact actions of the $Q$-state Potts model valid on any graph, f...
We investigate the low-temperature critical properties of a classical Ising model in a transverse fi...
We introduce a notion of s-holomorphicity suitable for certain quantum spin systems in one dimension...
Abstract. We introduce a new version of discrete holomorphic observables for the critical planar Isi...
We generalize Smirnov's discrete holomorphic observables in the critical Ising model to the case of ...
We discuss the notion of s-embeddings $\mathcal{S}=\mathcal{S}_\mathcal{X}$ of planar graphs carryin...
Abstract It is widely believed that the celebrated 2D Ising model at criti-cality has a universal an...
We prove convergence of the 2- and 4-point fermionic observables of the FK-Ising model on simply con...
We consider the scaling behavior of thermodynamic quantities in the one-dimensional transverse field...
We construct discrete holomorphic observables in the Ising model at criticality and show that they h...
A recent remarkable prediction by Haldane is the 1D integer spin antiferromagnets of XXZ type should...
Dans cette thèse on explore l'existence et l'universalité du modèle d'Ising planaire, dans un cadre ...
This thesis investigates different aspects of conformal field theory and string theory and their appl...
We explore the connection between the transfer matrix formalism and discrete complex analysis approa...
In this thesis we explore the existence and the universality of the planar Ising model, at and near ...
International audienceWe derive the exact actions of the $Q$-state Potts model valid on any graph, f...
We investigate the low-temperature critical properties of a classical Ising model in a transverse fi...
We introduce a notion of s-holomorphicity suitable for certain quantum spin systems in one dimension...
Abstract. We introduce a new version of discrete holomorphic observables for the critical planar Isi...
We generalize Smirnov's discrete holomorphic observables in the critical Ising model to the case of ...
We discuss the notion of s-embeddings $\mathcal{S}=\mathcal{S}_\mathcal{X}$ of planar graphs carryin...
Abstract It is widely believed that the celebrated 2D Ising model at criti-cality has a universal an...
We prove convergence of the 2- and 4-point fermionic observables of the FK-Ising model on simply con...
We consider the scaling behavior of thermodynamic quantities in the one-dimensional transverse field...
We construct discrete holomorphic observables in the Ising model at criticality and show that they h...
A recent remarkable prediction by Haldane is the 1D integer spin antiferromagnets of XXZ type should...
Dans cette thèse on explore l'existence et l'universalité du modèle d'Ising planaire, dans un cadre ...
This thesis investigates different aspects of conformal field theory and string theory and their appl...
We explore the connection between the transfer matrix formalism and discrete complex analysis approa...
In this thesis we explore the existence and the universality of the planar Ising model, at and near ...
International audienceWe derive the exact actions of the $Q$-state Potts model valid on any graph, f...
We investigate the low-temperature critical properties of a classical Ising model in a transverse fi...
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