Quadratic Difference Equations
- 1.
- B.M. McCoy, C.A. Tracy and T.T. Wu, Two-Dimensional Ising Model as an Exactly Soluble Relativistic
Quantum Field Theory.
Explicit Formulas for n-point Functions,
Phys. Rev. Lett. 38, 793 (1977).
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- 2.
- B.M. McCoy and T.T. Wu, Nonlinear Partial Difference Equations for the Two-dimensional Ising
Model, with T.T.
Wu, Phys. Rev. Lett. 45, 675 (1980).
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- 3.
- B.M. McCoy and T.T. Wu,Some Properties of the Non-Linear Partial Difference Equation for the
Ising Model
Correlation Function, Phys. Lett. 80A, 159 (1980).
[Citations]
- 4.
- B.M. McCoy and T.T. Wu, Non-Linear Partial Difference Equations
for the two-spin correlation function of the
two-dimensional Ising Model, Nucl. Phys. B 180, [FS2], 89 (1981).
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- 5.
- B.M. McCoy, J.H.H. Perk and T.T. Wu, Ising Field Theory:
Quadratic Difference Equations for the n-point
Green's Functions
on the Lattice, Phys. Rev. Lett.
46, 757 (1981).
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- 6.
- B.M. McCoy and T.T. Wu, Non-Linear Partial Difference Equations for the Green's Functions of the
Two-Dimensional Ising Model, Statistical Mechanics of Quarks
and Hadrons, H.
Satz, ed., North Holland, 176 (1981).(QCD161:I77:1980)
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