SkillAgentSearch skills...

Rsgridsynth

high-precision Rust-based synthesizer that decomposes single-qubit Z-axis rotations into Clifford+T gate sequences, using number-theoretic algorithms and geometry-of-numbers methods.

Install / Use

/learn @qiskit-community/Rsgridsynth
About this skill

Quality Score

0/100

Supported Platforms

Universal

README

rsgridsynth

rsgridsynth is a high-precision Rust-based synthesizer that decomposes single-qubit Z-axis rotations into Clifford+T gate sequences, using number-theoretic algorithms and geometry-of-numbers methods.

Build

Make sure you have Rust installed.

cargo build --release

The binary will be at:

target/release/rsgridsynth

Usage

./target/release/rsgridsynth <theta> <epsilon> [OPTIONS]
  • <theta>: The rotation angle in radians (e.g. 0.6)
  • <epsilon>: The target approximation error(still do not support precision higher than 1e-8.) (e.g. 1e-8)

Options

| Option | Description | Default | | --------------------- | ------------------------------------------------------- | ------- | | --dps <dps> | Decimal precision used in floating-point computations | 425 | | -d, --dtimeout <ms> | Timeout for the Diophantine step (in milliseconds) | 200 | | -f, --ftimeout <ms> | Timeout for integer factoring (in milliseconds) | 50 | | -v, --verbose | Enable verbose output (intermediate steps, diagnostics) | false | | -t, --time | Show elapsed wall-clock time after computation | false |


Example

./target/release/rsgridsynth 0.6 1e-8 -v -t

Sample output:

to_upright_set_pair: 0.001 s
time of diophantine_dyadic: 0.036 ms
time of decompose_domega_unitary: 0.089 ms
total time: 1.294 ms
Elapsed time: 1.308ms
HTSHTHTSHTSHTSHTHTSHTHTHTSHTHTSHTHTSHTHTSHTSHTSHTSHTSHTHTSHTHTSHTSHTHTHTSHTHTHTHTSHTSHTSHTSHTSHTSHTHTHTSHTSHTSHTSHTSHTHTSHTHTSHTSHTHTHTSHTSHTSHTHTHTSHTHTSHTSHTSHTSHTHTSHTHTSHTHTHTHTSHTHTSHTSHTSHTHTSHTSHTSHTHTHTHTSHSSSWWWWW

Acknowledgement

This package is a reimplementation of the pygridsynth python package by Shuntaro Yamato and Noboyuki Yoshioka. This, in turn, is based on "Optimal ancilla-free Clifford+T approximation of z-rotations" by Neil J. Ross and Peter Selinger (arXiv:1403.2975) and its implementation, newsynth. Please consider citing these previous works.

View on GitHub
GitHub Stars10
CategoryDevelopment
Updated1mo ago
Forks2

Languages

Rust

Security Score

90/100

Audited on Feb 22, 2026

No findings