We revisit the Schrieffer-Wolff transformation and present a path integral version of this import... more We revisit the Schrieffer-Wolff transformation and present a path integral version of this important canonical transformation. The equivalence between the low-energy sector of the Anderson model in the so-called Kondo regime and the spin-isotropic Kondo model is usually established via a canonical transformation performed on the Hamiltonian, followed by a projection. Here we present a path integral version of the Schrieffer-Wolff transformation which relates the functional integral form of the partition function of the Anderson model to that of its effective low-energy model. The resulting functional integral assumes the form of a spin path integral and includes a geometric phase factor, i.e. a Berry phase. Our approach stresses the underlying symmetries of the model and allows for a straightforward generalization of the transformation to more involved models. It thus not only sheds new light on a classical problem. It also offers a systematic route of obtaining effective low-energy...
Metal physics beyond the Landau Fermi liquid paradigm is a central topic in contemporary condense... more Metal physics beyond the Landau Fermi liquid paradigm is a central topic in contemporary condensed matter science. Its connection with unconventional superconductivity is experimentally well established but the conditions under which these enigmatic metals can form has remained perplexing. The routes proposed towards strange metal formation, which includes the multichannel Kondo effect, generally require rather special conditions or fine-tuning. Here we report the observation of robust vacancy-driven orbital two-channel Kondo behavior which occurs without fine-tuning, in paramagnetic IrO2 nanowires possessing the rutile structure. We further demonstrate tunability of this unconventional state to its Fermi-liquid counterpart within the rutile structure through a complementary analysis of antiferromagnetic RuO2 nanowires. Our findings establish the inherent occurrence of non-Fermi liquid physics in a class of topological quantum materials, with implications for fundamental research an...
Conductance spectra and magnetoresistance hystereses point to topological p-wave superconductivit... more Conductance spectra and magnetoresistance hystereses point to topological p-wave superconductivity in CoSi 2 /TiSi 2 junctions.
Strong electron correlations have long been recognized as driving the emergence of novel phases o... more Strong electron correlations have long been recognized as driving the emergence of novel phases of matter. A well recognized example is high-temperature superconductivity which cannot be understood in terms of the standard weak-coupling theory. The exotic properties that accompany the formation of the two-channel Kondo (2CK) effect, including the emergence of an unconventional metallic state in the low-energy limit, also originate from strong electron interactions. Despite its paradigmatic role for the formation of non-standard metal behavior, the stringent conditions required for its emergence have made the observation of the nonmagnetic, orbital 2CK effect in real quantum materials difficult, if not impossible. We report the observation of orbital one- and two-channel Kondo physics in the symmetry-enforced Dirac nodal line (DNL) metals IrO2 and RuO2 nanowires and show that the symmetries that enforce the existence of DNLs also promote the formation of nonmagnetic Kondo correlation...
We study the thermal and nonthermal steady-state scaling functions and the steady-state dynamics ... more We study the thermal and nonthermal steady-state scaling functions and the steady-state dynamics of a model of local quantum criticality. The model we consider, i.e., the pseudogap Kondo model, allows us to study the concept of effective temperatures near fully interacting as well as weak-coupling fixed points. In the vicinity of each fixed point we establish the existence of an effective temperature-different at each fixed point-such that the equilibrium fluctuation-dissipation theorem is recovered. Most notably, steady-state scaling functions in terms of the effective temperatures coincide with the equilibrium scaling functions. This result extends to higher correlation functions as is explicitly demonstrated for the Kondo singlet strength. The nonlinear charge transport is also studied and analyzed in terms of the effective temperature.
We revisit the Schrieffer-Wolff transformation and present a path integral version of this import... more We revisit the Schrieffer-Wolff transformation and present a path integral version of this important canonical transformation. The equivalence between the low-energy sector of the Anderson model in the so-called Kondo regime and the spin-isotropic Kondo model is usually established via a canonical transformation performed on the Hamiltonian, followed by a projection. Here we present a path integral version of the Schrieffer-Wolff transformation which relates the functional integral form of the partition function of the Anderson model to that of its effective low-energy model. The resulting functional integral assumes the form of a spin path integral and includes a geometric phase factor, i.e. a Berry phase. Our approach stresses the underlying symmetries of the model and allows for a straightforward generalization of the transformation to more involved models. It thus not only sheds new light on a classical problem. It also offers a systematic route of obtaining effective low-energy...
Metal physics beyond the Landau Fermi liquid paradigm is a central topic in contemporary condense... more Metal physics beyond the Landau Fermi liquid paradigm is a central topic in contemporary condensed matter science. Its connection with unconventional superconductivity is experimentally well established but the conditions under which these enigmatic metals can form has remained perplexing. The routes proposed towards strange metal formation, which includes the multichannel Kondo effect, generally require rather special conditions or fine-tuning. Here we report the observation of robust vacancy-driven orbital two-channel Kondo behavior which occurs without fine-tuning, in paramagnetic IrO2 nanowires possessing the rutile structure. We further demonstrate tunability of this unconventional state to its Fermi-liquid counterpart within the rutile structure through a complementary analysis of antiferromagnetic RuO2 nanowires. Our findings establish the inherent occurrence of non-Fermi liquid physics in a class of topological quantum materials, with implications for fundamental research an...
Conductance spectra and magnetoresistance hystereses point to topological p-wave superconductivit... more Conductance spectra and magnetoresistance hystereses point to topological p-wave superconductivity in CoSi 2 /TiSi 2 junctions.
Strong electron correlations have long been recognized as driving the emergence of novel phases o... more Strong electron correlations have long been recognized as driving the emergence of novel phases of matter. A well recognized example is high-temperature superconductivity which cannot be understood in terms of the standard weak-coupling theory. The exotic properties that accompany the formation of the two-channel Kondo (2CK) effect, including the emergence of an unconventional metallic state in the low-energy limit, also originate from strong electron interactions. Despite its paradigmatic role for the formation of non-standard metal behavior, the stringent conditions required for its emergence have made the observation of the nonmagnetic, orbital 2CK effect in real quantum materials difficult, if not impossible. We report the observation of orbital one- and two-channel Kondo physics in the symmetry-enforced Dirac nodal line (DNL) metals IrO2 and RuO2 nanowires and show that the symmetries that enforce the existence of DNLs also promote the formation of nonmagnetic Kondo correlation...
We study the thermal and nonthermal steady-state scaling functions and the steady-state dynamics ... more We study the thermal and nonthermal steady-state scaling functions and the steady-state dynamics of a model of local quantum criticality. The model we consider, i.e., the pseudogap Kondo model, allows us to study the concept of effective temperatures near fully interacting as well as weak-coupling fixed points. In the vicinity of each fixed point we establish the existence of an effective temperature-different at each fixed point-such that the equilibrium fluctuation-dissipation theorem is recovered. Most notably, steady-state scaling functions in terms of the effective temperatures coincide with the equilibrium scaling functions. This result extends to higher correlation functions as is explicitly demonstrated for the Kondo singlet strength. The nonlinear charge transport is also studied and analyzed in terms of the effective temperature.
Uploads