12,240 research outputs found
Generalized form factors and spin structures of the kaon
We investigate the spin structure of the kaon, based on the nonlocal chiral
quark model from the instanton vacuum. We first revisit the electromagnetic
form factors of the pion and kaon, improving the results for the kaon. We
evaluate the generalized tensor form factors of the kaon in order to determine
the probability density of transversely polarized quarks inside the kaon. We
consider the effects of flavor SU(3) symmetry breaking, so that the probability
density of the up and strange quarks are examined in detail. It is found that
the strange quark behaves differently inside the kaon in comparison with the up
quark.Comment: 9 pages, 7 figures, accepted for publication in Phys. Lett.
Cointegrating Polynomial Regressions
This paper develops a fully modified OLS estimator for cointegrating polynomial regressions, i.e. for regressions including deterministic variables, integrated processes and powers of integrated processes as explanatory variables and stationary errors. The errors are allowed to be serially correlated and the regressors are allowed to be endogenous. The paper thus extends the fully modified approach developed in Phillips and Hansen (1990). The FM-OLS estimator has a zero mean Gaussian mixture limiting distribution, which is the basis for standard asymptotic inference. In addition Wald and LM tests for specification as well as a KPSS-type test for cointegration are derived. The theoretical analysis is complemented by a simulation study which shows that the developed FM-OLS estimator and tests based upon it perform well in the sense that the performance advantages over OLS are by and large similar to the performance advantages of FM-OLS over OLS in cointegrating regressions.Cointegrating polynomial regression, fully modified OLS estimation, integrated process, testing
Twist-3 pion and kaon distribution amplitudes from the instanton vacuum with flavor SU(3) symmetry breaking
We investigate the twist-3 pion and kaon distribution amplitudes of the
pseudoscalar (phi^p_{pi,K}) and pseudotensor (phi^{sigma}_{pi,K}) types, based
on the effective chiral action from the instanton vacuum. Effects of flavor
SU(3) symmetry breaking are explicitly taken into account. The Gegenbauer
moments and the moments of the distribution amplitudes () are also
computed. Our results are summarized as follows: a^p_{2,pi} ~ 0.4, a^p_{1,K} ~
0.02 and a^p_{2,K} ~ 0.14, and a^{sigma}_{2,pi} ~ 0.02 and a^{sigma}_{1,K} ~
a^{sigma}_{2,K} ~ 0; ^p_{\pi} ~ ^p_K ~ 0.37 and ^p_K ~ 0, and
^{sigma}_{pi} ~ ^{sigma}_K ~ 0.20 and ^{sigma}_K ~ 0. We
compare our results with those from the QCD sum rules. We also discuss the
relevant Wilson coefficients which were analyzed recently in chiral
perturbation theory.Comment: 12 pages, 4 figures, accepted for publication in PR
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