Effective Lagrangians and Field Theory on the lattice

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Strong-coupling <strong>and</strong> gluon correlation lengthSpacing a > 0.2 fm
Strong coupling regime = Link integrals dominationwhereZ( β → ) [ DG][ Dψ][ Dψ]00= ∫− Se ψ(+)x, x, x, x,= ∑+S Tr A G A Gψμ μ μ μx,μAA=ψPψx , μ x , μ μ x=ψPx , μ x μ x , μ−+ψ± 1Pμ= r ±μ2( γ )
Page 2: Method of the derivation of Chiral
Page 8: Lattice QCDStrong coupling regimeβ
Page 12 and 13: Interaction on fermion degrees of f
Page 14 and 15: Integration on hyper-cubical lattic
Page 16 and 17: Integration on hyper-cubical lattic
Page 18 and 19: Unfortunately, Body Centered Hyper
Page 20 and 21: Random Lattice: st
Page 24 and 25: .Random Lattice: s
Page 28 and 29: CFL formalism for rand</str
Page 30 and 31: Restoration of О(4) symmetry on R<
Page 32 and 33: Effective theory f
Page 34: Conclusions:• The method of deriv

Effective Lagrangians and Field Theory on the lattice

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