We present the ingredients for determining K+ → π+π0 matrix elements via the combination of lattice QCD and chiral perturbation theory (χPT). By simulating these matrix elements at unphysical kinematics, it is possible to determine all the low-energy constants (LECs) for constructing the physical K+ → π+π0 amplitudes at next-to-leading order (NLO) in the chiral expansion. In this work, the one-loop chiral corrections are calculated for arbitrary meson four-momenta, in both χPT and quenched χPT (qχPT), and the finite-volume effects are studied.
The coupling constants of the order p^2 low-energy weak effective lagrangian can be determined from ...
We present the first direct evaluation of ΔI =3/2 K ππ matrix elements with the aim of determining a...
We present a calculation of the K → ππ decay amplitudes from the K → π matrix elements using leading...
We present the ingredients for determining K+ -> π+π0 matrix elements via the combination of latt...
We present the ingredients necessary for the determination of physical K → ππ decay amplitudes for Δ...
We present the ingredients for determining K+ → π+π0 matrix elements via the combination of lattice ...
We present the ingredients necessary for the determination of physical K->ππ decay amplitudes for...
We calculate the logarithmic corrections to the matrix elements for K+ → π+ and K → vacuum (which ar...
Chiral perturbation theory is applied to the decay K→2π. It is shown that, to quadratic order in mes...
AbstractWe present an approach for computing the real parts of the nonleptonic B→DP and B→D¯P (P=K,π...
Chiral perturbation theory is applied to the decay K π 2π. It is shown that, to quadratic order-in m...
The K → ππ system is analyzed in the chiral limit within the Standard Model. We discuss how to conne...
28 páginas, 11 figuras, 2 tablas.-- CPT-1936 ; MPI-PAE-PTH-63-86 ; UWTHPH-1986-36 ; UWTHPH-86-36.The...
We explore the application of the domain wall fermion formalism of lattice QCD to calculate the K ⃗ ...
The coupling constants of the order p^2 low-energy weak effective lagrangian can be determined from ...
We present the first direct evaluation of ΔI =3/2 K ππ matrix elements with the aim of determining a...
We present a calculation of the K → ππ decay amplitudes from the K → π matrix elements using leading...
We present the ingredients for determining K+ -> π+π0 matrix elements via the combination of latt...
We present the ingredients necessary for the determination of physical K → ππ decay amplitudes for Δ...
We present the ingredients for determining K+ → π+π0 matrix elements via the combination of lattice ...
We present the ingredients necessary for the determination of physical K->ππ decay amplitudes for...
We calculate the logarithmic corrections to the matrix elements for K+ → π+ and K → vacuum (which ar...
Chiral perturbation theory is applied to the decay K→2π. It is shown that, to quadratic order in mes...
AbstractWe present an approach for computing the real parts of the nonleptonic B→DP and B→D¯P (P=K,π...
Chiral perturbation theory is applied to the decay K π 2π. It is shown that, to quadratic order-in m...
The K → ππ system is analyzed in the chiral limit within the Standard Model. We discuss how to conne...
28 páginas, 11 figuras, 2 tablas.-- CPT-1936 ; MPI-PAE-PTH-63-86 ; UWTHPH-1986-36 ; UWTHPH-86-36.The...
We explore the application of the domain wall fermion formalism of lattice QCD to calculate the K ⃗ ...
The coupling constants of the order p^2 low-energy weak effective lagrangian can be determined from ...
We present the first direct evaluation of ΔI =3/2 K ππ matrix elements with the aim of determining a...
We present a calculation of the K → ππ decay amplitudes from the K → π matrix elements using leading...