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A strongly-interacting fermion chain with supersymmetry on the lattice and open boundary conditions is analysed.
Constraints on supersymmetry breaking
E. Witten, · 1982
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Studies on the Painlevé equations. I: Sixth Painlevé equation PVI
K. Okamoto, · 1987
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Integrable XYZ spin chain with boundaries
T. Inami and H. Konno, · 1994
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Spin chains and combinatorics
A. V. Razumov and Y. G. Stroganov, · 2001
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Spin chains and combinatorics: twisted boundary conditions
A. V. Razumov and Y. G. Stroganov, · 2001
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The XXZ spin chain at Δ = − 1 / 2 \Delta=-1/2 : Bethe roots, symmetric functions, and determinants
J. de Gier, M. T. Batchelor, B. Nienhuis and S. Mitra, · 2002
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Lattice Models with N=2 Supersymmetry
P. Fendley, K. Schoutens and J. de Boer, · 2003
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Lattice fermion models with supersymmetry
P. Fendley, B. Nienhuis and K. Schoutens, · 2003
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Non-local spacetime supersymmetry on the lattice
X. Yang and P. Fendley, · 2004
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Exact Ground State and Finite-Size Scaling in a Supersymmetric Lattice Model
M. Beccaria and G. F. de Angelis, · 2005
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Hard squares with negative activity
P. Fendley, K. Schoutens and H. van Eerten, · 2005
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Exact Results for Strongly Correlated Fermions in 2+1 Dimensions
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Sum rules for the ground states of the O(1) loop model on a cylinder and the XXZ spin chain
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Hard Squares with Negative Activity and Rhombus Tilings of the Plane
J. Jonsson, · 2006
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The eight-vertex model and Painlevé VI
V. V. Bazhanov and V. V. Mangazeev, · 2006
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Charge Frustration and Quantum Criticality for Strongly Correlated Fermions
L. Huijse, J. Halverson, P. Fendley and K. Schoutens, · 2008
Exact and simple results for the XYZ and strongly interacting fermion chains
P. Fendley and C. Hagendorf, · 2010
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The eight-vertex model and Painlevé VI equation II: eigenvector results
V. V. Mangazeev and V. V. Bazhanov, · 2010
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Detailed analysis of the continuum limit of a supersymmetric lattice model in 1D
L. Huijse, · 2011
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Ground-state properties of a supersymmetric fermion chain
Paul Fendley and Christian Hagendorf, · 2011
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Exact ground states of a staggered supersymmetric model for lattice fermions
L. Huijse, N. Moran, J. Vala and K. Schoutens, · 2011
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in preparation (2012)
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