A lattice QCD approach to quark orbital angular momentum in the proton based on generalized transverse momentum-dependent parton distributions (GTMDs) is enhanced methodologically by incorporating a direct derivative technique. This improvement removes a significant numerical bias that had been seen to afflict results of a previous study. In particular, the value obtained for Ji quark orbital angular momentum is reconciled with the one obtained independently via Ji’s sum rule, validating the GMTD approach. Since GTMDs simultaneously contain information about the quark impact parameter and transverse momentum, they permit a direct evaluation of the cross product of the latter. They are defined through proton matrix elements of a quark biloca...
AbstractWe discuss the orbital angular momentum of partons inside a longitudinally polarized proton ...
We study the unpolarized and the helicity dependent generalized parton distributions (GPDs) for the ...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Physics, 2004.Includes bibliographi...
A lattice QCD approach to quark orbital angular momentum in the proton based on generalized transver...
Quark orbital angular momentum (OAM) in the proton can be calculated directly given a Wigner functio...
Generalized transverse momentum-dependent parton distributions (GTMDs) provide a comprehensive frame...
Generalized transverse momentum-dependent parton distributions (GTMDs) provide a comprehensive frame...
We present a critical discussion of the observables that have been recently put forth to describe qu...
In Feynman's parton picture, the proton spin can be understood as sum of the contributions from the ...
We study the connection between the quark orbital angular momentum and the pretzelosity transverse-m...
Definitions of orbital angular momentum based on Wigner distributions are used as a framework to dis...
We derive the consequences of the Myhrer-Thomas explanation of the proton spin problem for the distr...
We study the connection between the quark orbital angular momentum and the pretzelosity transverse-m...
We discuss in detail a method to study transverse momentum dependent parton distribution functions (...
We perform a quenched lattice calculation of the first moment of twist-two generalized parton distri...
AbstractWe discuss the orbital angular momentum of partons inside a longitudinally polarized proton ...
We study the unpolarized and the helicity dependent generalized parton distributions (GPDs) for the ...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Physics, 2004.Includes bibliographi...
A lattice QCD approach to quark orbital angular momentum in the proton based on generalized transver...
Quark orbital angular momentum (OAM) in the proton can be calculated directly given a Wigner functio...
Generalized transverse momentum-dependent parton distributions (GTMDs) provide a comprehensive frame...
Generalized transverse momentum-dependent parton distributions (GTMDs) provide a comprehensive frame...
We present a critical discussion of the observables that have been recently put forth to describe qu...
In Feynman's parton picture, the proton spin can be understood as sum of the contributions from the ...
We study the connection between the quark orbital angular momentum and the pretzelosity transverse-m...
Definitions of orbital angular momentum based on Wigner distributions are used as a framework to dis...
We derive the consequences of the Myhrer-Thomas explanation of the proton spin problem for the distr...
We study the connection between the quark orbital angular momentum and the pretzelosity transverse-m...
We discuss in detail a method to study transverse momentum dependent parton distribution functions (...
We perform a quenched lattice calculation of the first moment of twist-two generalized parton distri...
AbstractWe discuss the orbital angular momentum of partons inside a longitudinally polarized proton ...
We study the unpolarized and the helicity dependent generalized parton distributions (GPDs) for the ...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Physics, 2004.Includes bibliographi...