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Dive into the research topics where D. Weingarten is active.

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Featured researches published by D. Weingarten.


Physical Review Letters | 1995

Numerical evidence for the observation of a scalar glueball.

James C. Sexton; A. Vaccarino; D. Weingarten

We compute from lattice QCD in the valence (quenched) approximation the partial decay widths of the lightest scalar glueball to pairs of pseudoscalar quark-antiquark states. These predictions and values obtained earlier for the scalar glueball{close_quote}s mass are in good agreement with the observed properties of {ital f}{sub {ital J}}(1710) and inconsistent with all other observed meson resonances. {copyright} {ital 1995 The American Physical Society.}


Physical Review D | 1999

Scalar quarkonium masses and mixing with the lightest scalar glueball

Weonjong Lee; D. Weingarten

We evaluate the continuum limit of the valence (quenched) approximation to the mass of the lightest scalar quarkonium state for a range of different quark masses and to the mixing energy between these states and the lightest scalar glueball. Our results support the interpretation of


arXiv: High Energy Physics - Lattice | 1994

The scalar and tensor glueballs in the valence approximation

H. Chen; James C. Sexton; A. Vaccarino; D. Weingarten

f_0(1710)


Nuclear Physics | 1994

Meson decay constants from the valence approximation to lattice QCD

F. Butler; H. Chen; James C. Sexton; A. Vaccarino; D. Weingarten

as composed mainly of the lightest scalar glueball.


arXiv: High Energy Physics - Lattice | 1998

The Scalar quarkonium spectrum and quarkonium glueball mixing

Weonjong Lee; D. Weingarten

Abstract We evaluate the infinite volume, continuum limit of 0++ and 2++ glueball masses in the valence approximation. We find m0++ = 1740 ± 71 MeV and m2++ = 2359 ± 128 MeV, consistent with the interpretation of f0(1710) as the lightest scalar glueball.


arXiv: High Energy Physics - Lattice | 1999

Continuum limit of scalar masses and mixing energies

Weonjong Lee; D. Weingarten

We evaluate ƒπmϱ, ƒ Kmρ, 1ƒρ, and mφ(ƒφmρ), extrapolated to physical quark mass, zero lattice spacing and infinite volume, for lattice QCD with Wilson quarks in the valence (quenched) approximation. The predicted ratios differ from experiment by amounts ranging from 12% to 17% equivalent to between 0.9 and 2.8 times the corresponding statistical uncertainties.


arXiv: High Energy Physics - Lattice | 1997

Scalar quarkonium masses

Weonjong Lee; D. Weingarten

Abstract We evaluate the valence approximation to the mass of scalar quarkonium and to the mixing energy between scalar quarkonium and the lightest scalar glueball for a range of different lattice sizes and quark masses. Our results support the identification of f0(1710) as the lightest scalar glueball.


arXiv: High Energy Physics - Lattice | 1995

Scalar glueball decay

James C. Sexton; A. Vaccarino; D. Weingarten

Abstract We evaluate the continuum limit of the valence approximation to the mass of scalar quarkonium and to the scalar quarkonium-glueball mixing energy for a range of different quark masses. Our results answer several questions raised by the proposed identification of f 0 (1710) as composed primarily of the lightest scalar glueball.


arXiv: High Energy Physics - Lattice | 1996

Coupling constants for scalar glueball decay

James C. Sexton; A. Vaccarino; D. Weingarten

Abstract We evaluate the valence approximation to the mass of scalar quarkonium for a range of different parameters. Our results strongly suggest that the infinite volume continuum limit of the mass of s s scalar quarkonium lies well below the mass of fJ(1710). The resonance f0(1500) appears to the best candidate for s s scalar quarkonium.


arXiv: High Energy Physics - Lattice | 1993

Infinite volume, continuum limit of valence approximation hadron masses☆

F. Butler; H. Chen; James C. Sexton; A. Vaccarino; D. Weingarten

We evaluate the coupling constant for the lightest scalar glueball to decay to pseudoscalar meson pairs. The calculation is done in the valence approximation on a 163 × 24 lattice at β = 5.70 for two different values of pseudoscalar meson mass.

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