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We present results for lattice QCD in the limit of infinite gauge coupling ona discrete spatial but continuous Euclidean time lattice. A worm type MonteCarlo algorithm is applied in order to sample two-point functions which givesaccess to the measurement of mesonic temporal correlators. The continuous timelimit, based on sending $N_\tau\rightarrow \infty$ and the bare anistotropy toinfinity while fixing the temperature in a non-perturbative setup, has variousadvantages: the algorithm is sign problem free, fast, and accumulates highstatistics for correlation functions. Even though the measurement of temporalcorrelators requires the introduction of a binning in time direction, thisdiscretization can be chosen to be by orders finer compared to discretecomputations. For different spatial volumes, temporal correlators are measuredat zero spatial momentum for a variety of mesonic operators. They are fitted toextract the pole masses and corresponding particles as a function of thetemperature. We conclude discussing the possibility to extract transportcoefficients from these correlators.

Temporal Correlators in the Continuous Time Formulation of Strong Coupling Lattice QCD