Jakšić–Last theorem for higher rank perturbations |
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| Authors: | Anish Mallick |
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| Affiliation: | The Institute of Mathematical Sciences, Chennai, Tamil Nadu, India |
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| Abstract: | We consider the generalized Anderson model  , where  is a countable set,  are i.i.d. random variables and the  are rank  projections. For these models we prove theorem analogous to that of Jak?i?–Last on the equivalence of the trace measure  for  a.e. ω. Our model covers the dimer and polymer models. |
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| Keywords: | Spectral theory Anderson model perturbation theory 47A10 47A55 47B25 82B44 60H25 81Q10 |
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