A local analyzer for the Lie algebra generated by selected Pauli operators such as X, Y, and Z strings. It calculates the real vector-space dimension, classifies the resulting algebra where supported, and can enumerate the Pauli closure or compare it with dense matrices.
A quantum-circuit optimization tool for Clifford+T circuits, which are circuits built from common quantum gates including H, S, T, and controlled operations. It rewrites the circuit with ZX-calculus rules and extracts an optimized circuit.
A quantum-computing tool that reduces a Pauli Hamiltonian by projecting it into explicitly chosen symmetry sectors. A Pauli Hamiltonian is a mathematical description of a quantum system using Pauli operators and their coefficients.
A workflow for reducing gates in Compact quantum circuits, which are step-by-step programs for quantum computers. It compares the changed circuit with an independent full calculation when requested.
A controlled workflow for running a cqlib quantum-style angle kernel and quantum support vector machine (QSVM), a classifier that separates labelled data. It compares the result with independent mathematical and RBF baselines and states the method's scientific limits.
A connector for FlagQuantum, a quantum-computing service that works with circuits made from quantum gates. It can analyze, optimize, route, format, and locally simulate those circuits, with numerical checks against an independent baseline.
A connector for OpenQARP that solves for excited states of a quantum system using a variational method. It checks energies, residual error, and overlap between states instead of treating an optimizer's success message as proof of a correct result.
A quantum-circuit cutting workflow that splits circuits at selected gates and rebuilds an expectation value from the pieces. It compares the rebuilt result with the original circuit and reports sampling and theoretical costs.
A local Qiskit workflow for simulating how a quantum state changes under a Hamiltonian, a mathematical description of a system's energy or evolution. It builds Trotter-Suzuki or qDrift circuits from real Pauli terms and can compare them with an independent calculation.
A local qBraid workflow for converting structured unitary circuits between Qiskit and Cirq, two Python frameworks for building quantum circuits. It can export OpenQASM 2 and compare the resulting full unitary matrices.
A read-only tool for inspecting configured QDMI quantum-device drivers. QDMI is an interface for describing quantum computers, including their gates, qubits, and connections.
A local workflow for simulating one-dimensional advection, the movement of a quantity through space, with a quantum circuit. It supports constant speed, periodic boundaries, and a finite-difference approximation.
A routing workflow for choosing an open-source quantum-computing algorithm and loading the matching local workflow. Quantum computing uses circuits and quantum states to represent and process information.
A local Qiskit workflow for amplitude amplification, a quantum method that increases the chance of measuring selected answers. It can explain the method, build a circuit, or run calculations on a simulator.
A local Qiskit workflow for amplitude estimation, a quantum method for estimating the size or probability of a selected outcome. It can explain the method, build a circuit, or run a simulator calculation.
An adiabatic quantum method for solving a positive-definite Hermitian system of linear equations. It gradually changes one system into another and approximates the solution through segmented quantum evolution.
A local implementation of a Cartan decomposition for real symmetric Hamiltonian matrices. A Hamiltonian is a matrix describing a system's energy or time evolution; the implementation uses SciPy's Schur decomposition to split it into useful parts.
A two-mode continuous-variable quantum neural network with layers for displacement, squeezing, rotation, Kerr effects, and beam splitting. Continuous-variable systems represent information with quantities such as light-field amplitudes rather than only bits.
A local quantum implementation of the discrete logarithm problem: finding an exponent in a modular power relationship. It uses a reversible oracle, Fourier sampling over a cyclic group, and congruences to recover the exponent.
A variational quantum simulation of the open-boundary Fermi–Hubbard chain, a model of particles hopping between sites and interacting when they occupy the same system. It maps the model to qubits with the Jordan–Wigner transformation and searches for a low-energy state.
A Qiskit method for estimating gradients with central finite differences. It changes a parameter slightly in both directions and uses the two results to approximate how an observable changes.
A simulation of quantum walking through glued trees: two trees joined by randomly alternating connections between their leaves. A continuous-time quantum walk evolves according to the graph's adjacency matrix.
A Qiskit implementation of Grover's algorithm, a quantum search method that increases the chance of finding a marked item. It can explain the method, build an explicit quantum circuit, or run it with chosen inputs.
A routing guide for quantum cryptography algorithms. It selects a specialised local workflow for problems such as discrete logarithms, factoring with Shor's algorithm, or Simon's hidden-string problem.
At most 3 mods per repository are shown here, and a mod shipped inside a plugin is left to that plugin's page — the rest are on their repository pages: