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David P. Pappas

Researcher at National Institute of Standards and Technology

Publications -  180
Citations -  7474

David P. Pappas is an academic researcher from National Institute of Standards and Technology. The author has contributed to research in topics: Qubit & Transmon. The author has an hindex of 43, co-authored 174 publications receiving 6578 citations. Previous affiliations of David P. Pappas include IBM & University of Colorado Boulder.

Papers
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Decoherence in Josephson qubits from dielectric loss.

TL;DR: In this paper, the authors show that a variety of microwave and qubit measurements are well modeled by loss from resonant absorption of two-level defects and demonstrate that this loss can be significantly reduced by using better dielectrics and fabricating junctions of small area.
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Decoherence in josephson phase qubits from junction resonators.

TL;DR: Spectroscopic data is reported that shows a level splitting characteristic of coupling between a two-state qubit and a two -level system and Rabi oscillations whose "coherence amplitude" is significantly degraded by the presence of these spurious microwave resonators.
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Reversible transition between perpendicular and in-plane magnetization in ultrathin films.

TL;DR: The magnetization in ultrathin Fe layers (2.5-3.5 atomic layers) on Cu(100) reversibly switches between perpendicular and in-plane magnetization over a temperature range of 20-30 K and shows evidence for a canted-spin configuration.
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Simultaneous state measurement of coupled Josephson phase qubits.

TL;DR: This work uses simultaneous single-shot measurement of coupled Josephson phase qubits to directly probe interaction of the qubits in the time domain and observes the antiphase oscillation of the two-qubit |01〉 and |10〉 states.
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Observation of quantum oscillations between a Josephson phase qubit and a microscopic resonator using fast readout

TL;DR: The results reveal a new aspect of the quantum behavior of Josephson junctions, and they demonstrate the means to measure two-qubit interactions in the time domain.