Because of its complex structure the parametrized fixed point action can not be simulated with the available local updating algorithms. We constructed, coded, and tested an updating procedure with $2+1$ light flavors, where the targeted s quark mass is at its physical value while the u and d quarks should produce pions lighter than 300 MeV. In the algorithm a partially global gauge update is followed by several accept/reject steps, where parts of the determinant are switched on gradually in the order of their costs. The trial configuration that is offered in the last, most expensive, stochastic accept/reject step differs from the original configuration by a Metropolis $+$ over-relaxation gauge update over a subvolume of ~(1.3 fm)⁴. The acceptance rate in this accept/reject step is ~0.4. The code is optimized on different architectures and is running on lattices with Lₛ≈1.2 fm and 1.8 fm at a resolution of a≈0.15 fm.
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Hasenfratz et al. (2005) studied this question.
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