Mute Button

Mute the noise. Keep the signal.

Noise-resistant quantum encoding that works on today's hardware

Hardware-Validated

100%

Decoding accuracy maintained through 20 layers of two-qubit gate noise on IBM Quantum hardware. Independently verifiable.

The Problem with Quantum Noise

Current quantum computers are noisy. Traditional quantum encodings degrade rapidly under real hardware conditions, making results unreliable.

Encoding Depth 0 Depth 10 Depth 20
Standard |0⟩ 99% 71% 52%
Fixed Pattern 95% 68% 45%
Mute Button 100% 100% 100%

Depth = layers of CNOT gates (two-qubit operations that introduce noise)

Verified Hardware Results

All results independently verifiable via IBM Quantum job IDs

IBM Torino - Ratio Mode

100%

6/6 correct at depths 0, 10, 20

Job ID: d5t4ecohusoc73eqijh0

IBM Torino - Differential Mode

100%

6/6 correct at depths 0, 10, 20

Job ID: d5t4edohusoc73eqijjg

IBM Fez - Ratio Mode

100%

6/6 correct at depths 0, 10, 20

Job ID: d5t4h9pfodos73ekocog

IBM Fez - Differential Mode

100%

6/6 correct at depths 0, 10, 20

Job ID: d5t4hb0husoc73eqing0

IBM Marrakesh - Ratio Mode

100%

6/6 correct at depths 0, 10, 20

Job ID: d5t4i44bmr9c739mlsrg

IBM Marrakesh - Differential Mode

100%

6/6 correct at depths 0, 10, 20

Job ID: d5t4i54cqoec73djal10

Use the Mute Button

Download, unzip, and install with pip. Requires Python 3.13+ on macOS.

Download for macOS (52 KB)

After downloading: unzip subvurs_mute_button_macos_1.0.0.zip && pip install ./

from subvurs_mute_button import MuteButton # Initialize mb = MuteButton() # Encode logical qubits zero_circuit = mb.encode(0) one_circuit = mb.encode(1) # Run on quantum hardware... # job = sampler.run([circuit], shots=1000) # counts = job.result()[0].data.c.get_counts() # Decode results result = mb.decode(counts) print(f"Logical value: {result.logical_value}") # 0 or 1 print(f"Confidence: {result.confidence:.1%}") # 0-100%

Specifications

7
Qubits (Ratio Mode)
6
Qubits (Differential)
1000+
Recommended Shots
20+
CNOT Depth Tolerance

Frequently Asked Questions

How is this different from quantum error correction?

Traditional QEC requires thousands of physical qubits per logical qubit and constant active correction. The Mute Button works with just 7 qubits and requires no active intervention - it's a passive encoding that naturally resists noise.

What's the trade-off?

Statistical decoding requires multiple measurement shots (~1000+) rather than single-shot readout. This is acceptable for most NISQ applications where you're already running multiple shots for statistical accuracy.

Can I verify these results myself?

Yes. All job IDs listed above are real IBM Quantum jobs. If you have an IBM Quantum account, you can retrieve and verify the raw measurement data yourself.

How does it work?

The Mute Button stores quantum information in noise-resistant probability distributions rather than fragile fixed states. This makes the encoding naturally resilient to the types of noise present in current quantum hardware.