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Alessandro Foligno1,2, Pavel Kos3, Bruno Bertini1,2

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We study quantum information spreading in generalized brickwork quantum circuits. Local operators spread at light speed, but entanglement velocity is generally less than 1, impacting entanglement-membrane line tension.

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Area of Science:

  • Quantum information theory
  • Condensed matter physics
  • Quantum chaos

Background:

  • Quantum information spreading is crucial for understanding quantum dynamics.
  • Brickwork quantum circuits offer a framework to study quantum dynamics.
  • Dual-unitary circuits exhibit maximal quantum information spreading.

Purpose of the Study:

  • To investigate quantum information spreading in a generalized family of brickwork quantum circuits.
  • To analyze the behavior of local operators and entanglement in these circuits.
  • To derive a closed-form expression for entanglement-membrane line tension.

Main Methods:

  • Analysis of quantum circuit dynamics.
  • Calculation of butterfly velocity.
  • Characterization of entanglement spreading for compatible initial states.
  • Derivation of entanglement velocity and line tension.

Main Results:

  • Local operators spread at the maximal butterfly velocity (speed of light).
  • Entanglement spreading is exactly characterized for compatible initial states.
  • Asymptotic entanglement slope is independent of the Rényi index.
  • Entanglement velocity is generically smaller than 1.
  • A closed-form expression for entanglement-membrane line tension is obtained.

Conclusions:

  • Generalized brickwork circuits exhibit distinct quantum information spreading properties compared to dual-unitary circuits.
  • The reduced entanglement velocity has significant implications for understanding entanglement dynamics and emergent phenomena.
  • The derived line tension provides a quantitative measure of entanglement spreading in these systems.