Google Quantum AI

Superconducting Founded 2013 Santa Barbara, CA, USA

Overview

Research-focused quantum computing using superconducting qubits with emphasis on quantum error correction and demonstrating quantum supremacy/advantage. Long-term goal: fault-tolerant quantum computation.

Current System: 105 qubits
Funding: Alphabet Inc. (public company)

Key Milestones

  • 2013: Google Quantum AI Lab founded in collaboration with UCSB
  • 2019: Quantum supremacy claimed with 53-qubit Sycamore processor (random circuit sampling)
  • 2020: Supremacy paper withstands scrutiny, published in Nature
  • 2021: Time crystal phase transition observed on Sycamore
  • 2022: Reduced logical qubit error rate below physical (error correction milestone)
  • 2023: Willow chip with 105 qubits and exponential error suppression

Technology Approach

Google uses superconducting transmon qubits similar to IBM but with a research-first philosophy. Their processors prioritize error correction experiments over raw qubit count.

Sycamore Processor (2019)

The 53-qubit Sycamore chip demonstrated quantum supremacy by sampling random quantum circuits in 200 seconds—a task Google claimed would take classical supercomputers 10,000 years. IBM disputed this, proposing optimized classical algorithms could complete it in days, not millennia.

Despite controversy over classical baselines, the experiment validated:

  • Cross-entropy benchmarking (XEB) for verifying quantum behavior
  • High two-qubit gate fidelities (~99.4%)
  • Sampling from distributions classical computers cannot efficiently compute

Willow Processor (2023)

The Willow chip (105 qubits) achieved a major error correction milestone: logical qubits with error rates below physical qubits. As the size of the error-corrected code increased (from 3×3 to 7×7 surface codes), logical errors decreased exponentially—the “below threshold” regime required for scalable fault tolerance.

This demonstrated:

  • Surface code error correction at scale
  • Sub-threshold error rates (~0.1% physical → ~0.01% logical)
  • Real-time syndrome decoding and error correction

Error Correction Focus

Unlike IBM’s near-term utility approach, Google prioritizes quantum error correction as the path to useful computation. Their roadmap emphasizes:

  1. Surface codes — 2D lattice error correction with nearest-neighbor gates
  2. Fast feedback — Real-time syndrome measurement and correction
  3. Scaling laws — Proving logical error rates improve exponentially with code size

Google’s bet: error-corrected logical qubits will outperform error-mitigated noisy qubits for practical problems.

Research Contributions

Google Quantum AI publishes extensively in academic venues:

  • Quantum chemistry: VQE, phase estimation for molecular simulation
  • Many-body physics: Time crystals, thermalization, entanglement dynamics
  • Algorithms: QAOA, quantum machine learning primitives
  • Benchmarking: Cross-entropy, randomized measurements, fidelity witnesses

The team collaborates with universities (UCSB, MIT, Caltech) and shares data/code openly.

Access & Availability

Google does not offer public cloud access to quantum hardware (unlike IBM, Amazon Braket). Researchers collaborate directly with the Quantum AI team or access via partnerships.

This research-first model contrasts with IBM’s commercialization strategy.

Competitive Position

Strengths:

  • World-class research team (John Martinis, Sergio Boixo, Hartmut Neven)
  • Proven error correction scaling (Willow milestone)
  • Deep pockets from Alphabet for long-term R&D

Challenges:

  • No commercial cloud platform (limited external access)
  • Coherence times similar to IBM (~20-50 μs)
  • Unproven path from 100 qubits to 10,000+ logical qubits

Recent Developments

The Willow error correction result (2023) is widely considered a turning point: the first time a major lab demonstrated exponential error suppression with code size. This validates decades of quantum error correction theory.

Google’s next milestone: logical qubits performing useful algorithms with lower error rates than any physical qubit system could achieve.