**T.Bakeyev**: Dynamical fermion simulations using Slavnov's bosonic action algorithm

**M.Creutz**: Message Passing on the QCDSP Supercomputer

**B.Gehrmann**: Efficiencies and optimization of HMC algorithms in pure gauge theory

**S.Kim**: Lattice QCD on a Beowulf cluster

**B.Pendleton**: Cost of Generalised HMC Algorithms for Free Field Theory

**L.Scorzato**: Numerical Stochastic Perturbation Theory: the new agenda

**J.Sexton**: Numerical Stability of Lanczos Methods for Inner Product Calculation

**A.Yamaguchi**: Landau gauge fixing supported by Genetic Algorithm

**L.Lellouch**: Chiral Symmetry Breaking in QCD with Ginsparg-Wilson Fermions

**V.Bornyakov**: Lattice chiral fermions in the background of nontrivial topology

**R.Aloisio**: Numerical Simulations in Finite Density QCD

**L.Averchenkova**: Some Effects of the Anisotropy in a Simple Lattice Gauge Model at Finite Temperature

**V.Petrov**: Possibility of Adjoint Colored States Condensation at Finite Temperatures in Lattice QCD

**P.Schmidt**: Finite Temperature Meson Masses with Improved Quenched Wilson Fermions at Finite Momentum

**T.Umeda**: A Study of Meson Correlators at Finite Temperature

**S.Catteral**: Reconstructing the conformal mode in simplicial gravity

**H.Hagura**: Dynamical Regge approach to quantum gravity

**S.Oda**: Introducing Dynamical Triangulations to the Type IIB Superstrings

**B.Petersson**: The weak-coupling limit of simplicial quantum gravity

**G.Thorleifsson**: Self-Avoiding Crystalline Membranes

**E.Gabrielli**: N=1 Supersymmetric Yang-Mills on the lattice at strong coupling

**M.Guagnelli**: The non-perturbatively renormalized scalar density with Wilson quarks

**M.Kurth**: Renormalization of the static-light axial current

**H.Matsufuru**: Monte Carlo Renormalization Group analysis of QCD in two dimensional coupling space

**G.Palma**: 1-Loop Improved lattice Action for the Nonlinear Sigma-Model

**H.Panagopoulos**: Resummation of Cactus Diagrams in Lattice QCD: the Wilson and Clover Case

**M.Peardon**: The glueball spectrum from novel improved actions

**S.Sint**: Lattice QCD with Wilson fermions and a chirally twisted mass term

**H.Trottier**: Two-loop mass renormalizations from large beta Monte Carlo

**T.Blum**: $\epsilon^prime/epsilon$ from the lattice

**P.Boyle**: Renormalization of NRQCD Semileptonic Currents to order $frac{alpha_s}{M}$

**N.Ishizuka**: I=2 Pion Scattering Length with Wilson Fermions

**W.Kuerzinger**: A study of the Adler function

**J.Viehoff**: A Lattice Analysis of the Axial Coupling of the Proton in full QCD

**T.Lippert**: About the Costs of Simulating two Flavour QCD in the Deep Chiral Regime

**J.Skullerud**: The momentum-space quark propagator in Landau gauge

**S.Tamhankar**: Scale Determination Using the Static Potential with Two Dynamical Flavors

**I.Wetzorke**: Further Evidence for an unstable H-Dibaryon

**P.Butera**: Extensions of high-temperature expansions for O(N) scalar field models

**V.Chudnovsky**: Higher-Spin Cluster Algorithms: the Heisenberg and U(1) models

**G.Grignani**: Lattice Gauge Theories and the Heisenberg Antiferromagnetic Chain

**Y.Meurice**: Symmetry Breaking, Duality and Fine-Tuning in Hierarchical Spin Models

**A.Pelizzola**: Deriving exact results for Ising-like models from the cluster variation method

**B.Schlittgen**: Quantum Spin Formulation of the Principal Chiral Model

**H.Ying**: A Study on Critical Scaling and Universality in Short-time Dynamics

**M.Yurishchev**: Improved Transfer-Matrix Schemes of Phenomenological Renormalization

**M.Berbenni-Bitsch**: Equivalent of a Thouless energy in lattice QCD Dirac spectra

**A.Bode**: Two loop lattice expansion of the Schroedinger functional

**K.Cahill**: Simulations of Protein Folding

**A.De**: Fermion decoupling and the axial anomaly on the lattice

**F.Di Renzo**: Beta function, Renormalons and the Mass Term from perturbative Wilson loops.

**H.Kroeger**: Monte Carlo Lattice Hamiltonian

**J.Lawson**: New Path Integral for the Microcanonical Density Matrix

**N.Ligterink**: A Hamiltonian Many-Body Approach to SU(N) Lattice Gauge Theory

**J.Lukkarinen**: Lattice methods in microcanonical quantum statistics

**T.Wettig**: Random matrix theory, chiral perturbation theory, and lattice data

**A.Hasenfratz**: Instantons and Quarks in QCD

**I.Hip**: Comparing Lattice Dirac Operators with Random Matrix Theory

**C.Hoelbling**: Potential between external monopole and antimonopole in SU(2) lattice gluodynamics

**J.Jersak**: Scaling of magnetic monopoles in the pure compact QED

**A.Montero**: SU(3) vortex-like configurations in the maximal center gauge

**T.Neuhaus**: Status of pure gauge compact QED on the Lattice

**R.Niclasen**: The staggered Dirac operator spectrum in different topological sectors

**S.Olejnik**: Some Insights into the Method of Center Projection

**A.Papa**: Topology in CP(N-1) models: a critical comparison of different cooling techniques

**C.Pena Ruano**: Nahm transformation on the lattice

**P.Stephenson**: Gauge-invariant signals for the confinement mechanism?

**H.Suganuma**: Infrared Abelian Dominance and Dual Higgs Mechanism in Maximally Abelian Gauge

**T.Suzuki**: Recent topics of infrared effective lattice QCD

**A.Veselov**: Center vortex confinement as a mechanism dual to monopole confinement mechanism

**R.Wensley**: A different approach to the maximum Abelian gauge

Massimo Campostrini,

`campo@mailbox.difi.unipi.it`