Bell State (Fork)
Creates the Bell state |Phi+> = (|00> + |11>)/sqrt(2), the simplest demonstration of quantum entanglement. Two qubits ar...
Creates the Bell state |Phi+> = (|00> + |11>)/sqrt(2), the simplest demonstration of quantum entanglement. Two qubits ar...
Track A #8 staging smoke test
Quantifies ansatz expressiveness via fidelity sampling and KL divergence from the Haar-random distribution, comparing si...
Estimates the eigenvalue phase of a unitary operator with tuneable precision using counting qubits and the inverse QFT
Encodes classical features as rotation angles on the Bloch sphere, with standard (RY/RZ/RX) and dense (2 features per qu...
Searches an unstructured database of N=4 items using Grover's algorithm, finding the marked item with 100% probability i...
Computes the quantum fidelity |⟨φ(x)|φ(y)⟩|² directly using the SWAP test circuit — an interferometric technique that me...
A parameterized quantum circuit for binary classification — the quantum analogue of a neural network layer. Encodes 2 fe...
Finds the ground state energy of helium hydride cation (HeH+) using VQE with a UCCSD-inspired 3-parameter ansatz. HeH+ i...
General-purpose VQD implementation for finding K eigenstates sequentially. Each state is found by minimizing the energy ...
Topological QEC code on a 2D lattice with ~1% error threshold — the leading candidate for practical fault-tolerant quant...
Trains a classical Support Vector Machine on a kernel matrix computed from quantum circuits. The ZZ feature map encodes ...
Simultaneously optimizes for multiple eigenstates using a weighted cost function and orthogonality constraints. Each sta...
Universal single-qubit classifier that re-encodes data between variational layers, proving 1 qubit suffices for any clas...
Finds a hidden bit string s encoded in an oracle f(x) = s·x (mod 2) using a single quantum query. Generalizes Deutsch-Jo...
Parameterized variational circuit optimized for NISQ devices, using native gate sets (RY, RZ, CZ) with configurable enta...
Solves the Traveling Salesman Problem using QAOA with constraint penalties. Uses city-timestep encoding (n^2 qubits for ...
Computes quantum kernel K(x1,x2) = |<0|U+(x2)U(x1)|0>|^2 using ZZ Feature Map for kernel-based quantum machine learning
Projects quantum states to a finite-dimensional classical vector of expectation values instead of computing the full fid...
Quantum kernel with learnable parameters optimized via kernel-target alignment (KTA). Interleaves data encoding (angle e...