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Goeckeler, M.; Zanotti, J.M.
Deutsches Elektronen-Synchrotron (DESY), Hamburg (Germany)2012
Deutsches Elektronen-Synchrotron (DESY), Hamburg (Germany)2012
AbstractAbstract
[en] A proposal by Luescher enables one to compute the scattering phases of elastic two-body systems from the energy levels of the lattice Hamiltonian in a finite volume. In this work we generalize the formalism to S-, P- and D-wave meson and baryon resonances, and general total momenta. Employing nonvanishing momenta has several advantages, among them making a wider range of energy levels accessible on a single lattice volume and shifting the level crossing to smaller values of mπL.
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Jun 2012; 41 p; ADP--12-27/T794; EDINBURGH--2012/09; LTH--948; ISSN 0418-9833; 

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ANALYTICAL SOLUTION, D STATES, DELTA-1232 BARYONS, EIGENSTATES, EIGENVALUES, HADRON-HADRON INTERACTIONS, IRREDUCIBLE REPRESENTATIONS, LATTICE FIELD THEORY, N-1440 BARYONS, P STATES, PARTICLE WIDTHS, PHASE SHIFT, POTENTIAL SCATTERING, RHO-770 MESONS, S STATES, SIGMA-1385 BARYONS, SPACE GROUPS, TWO-BODY PROBLEM, WAVE EQUATIONS
BARYONS, BOSONS, CONSTRUCTIVE FIELD THEORY, DELTA BARYONS, DIFFERENTIAL EQUATIONS, ELASTIC SCATTERING, ELEMENTARY PARTICLES, ENERGY LEVELS, EQUATIONS, FERMIONS, FIELD THEORIES, HADRONS, HYPERONS, INTERACTIONS, MANY-BODY PROBLEM, MATHEMATICAL SOLUTIONS, MESONS, N BARYONS, N*BARYONS, PARTIAL DIFFERENTIAL EQUATIONS, PARTICLE INTERACTIONS, PARTICLE PROPERTIES, QUANTUM FIELD THEORY, SCATTERING, SIGMA BARYONS, STRANGE PARTICLES, SYMMETRY GROUPS, VECTOR MESONS
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