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1、nonadiabatic pauli susceptibility in fullerene compounds pauli paramagnetic susceptibility $chi$ is unaffected by the electron-phonon interaction in the migdal-eliashberg context. fullerene compounds however do not fulfill the adiabatic assumption of migdal's theorem and nonadiabatic effects are

2、 expected to be pauli paramagnetic susceptibility $chi$ is unaffected by the electron-phonon interaction in the migdal-eliashberg context. fullerene compounds however do not fulfill the adiabatic assumption of migdal's theorem and nonadiabatic effects are expected to be pauli paramagnetic suscep

3、tibility $chi$ is unaffected by the electron-phonon interaction in the migdal-eliashberg context. fullerene compounds however do not fulfill the adiabatic assumption of migdal's theorem and nonadiabatic effects are expected to be pauli paramagnetic susceptibility $chi$ is unaffected by the elect

4、ron-phonon interaction in the migdal-eliashberg context. fullerene compounds however do not fulfill the adiabatic assumption of migdal's theorem and nonadiabatic effects are expected to be pauli paramagnetic susceptibility $chi$ is unaffected by the electron-phonon interaction in the migdal-elia

5、shberg context. fullerene compounds however do not fulfill the adiabatic assumption of migdal's theorem and nonadiabatic effects are expected to be pauli paramagnetic susceptibility $chi$ is unaffected by the electron-phonon interaction in the migdal-eliashberg context. fullerene compounds howev

6、er do not fulfill the adiabatic assumption of migdal's theorem and nonadiabatic effects are expected to be pauli paramagnetic susceptibility $chi$ is unaffected by the electron-phonon interaction in the migdal-eliashberg context. fullerene compounds however do not fulfill the adiabatic assumptio

7、n of migdal's theorem and nonadiabatic effects are expected to be pauli paramagnetic susceptibility $chi$ is unaffected by the electron-phonon interaction in the migdal-eliashberg context. fullerene compounds however do not fulfill the adiabatic assumption of migdal's theorem and nonadiabati

8、c effects are expected to be pauli paramagnetic susceptibility $chi$ is unaffected by the electron-phonon interaction in the migdal-eliashberg context. fullerene compounds however do not fulfill the adiabatic assumption of migdal's theorem and nonadiabatic effects are expected to be pauli paramagnetic susceptibility $chi$ is unaffected by the electron-phonon interaction in the migdal-eliashberg context. fullerene c

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