One such family of spectral functions that has been studied is given by
2.
Such an instrument can record a spectral function without mechanical scanning, although there may be tradeoffs in terms of resolution or sensitivity for instance.
3.
Within DMFT, one can compute the evolution of the spectral function and observe the appearance of the upper and lower Hubbard bands as correlations increase.
4.
The spectral function for the system can be directly observed via ARPES experiment, and can be written ( in the limit of low-lying excitations ) in the form:
5.
Finally, the upgraded ITS will give us the chance to characterize the thermal radiation coming from the QGP and the in-medium modification of hadronic spectral functions as related to chiral symmetry restoration.
6.
Assuming an exponential decay probability for the core hole in the time domain ( \ propto \ exp {-t / \ tau } ), the spectral function will have a Lorentzian shape, with a FWHM ( Full Width at Half Maximum ) \ Gamma given by:
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