Grover amplitude amplification search algorithm providing quadratic speedup O(sqrt(N)) for unstructured databases and combinatorial satisfaction problems.
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Updated
Sep 9, 2026 - Python
Grover amplitude amplification search algorithm providing quadratic speedup O(sqrt(N)) for unstructured databases and combinatorial satisfaction problems.
Grover amplitude amplification search algorithm providing quadratic speedup O(sqrt(N)) for unstructured databases and combinatorial satisfaction problems.
Prepares a quantum state with amplitudes corresponding to a given array with two methods. Implementation of the paper Black-Box State Preparation without Arithmetic.
Minor Project - Computational Complexity of 4-Qubit Grover's Search Algorithm (September 2020 -December 2020)
Quantum algorithms for solving ASP programs. MSc thesis project.
In this Repository, I am implementing, discussing Grover's Algorithm.
A simple Qiskit demo that hides a PIN as a bit-string, then uses Grover's algorithm to amplify that state and measure it back
Prepares a quantum state with amplitudes corresponding to a given array with two methods. Implementation of the paper Black-Box State Preparation without Arithmetic.
Quadratic speedup for unstructured search: finds |11⟩ among 4 basis states with one Grover iteration.
A website for the survey paper
Microsoft Quantum Onboarding Project: Scalable 2/3-Qubit PIN Cracker & Overcooking Analysis (Grover's Algorithm) with Azure Quantum QDK
Grover's algorithm for a 3-qubit search space — oracle via phase kickback, optimal iteration count, amplitude amplification visualized. Built with Qiskit.
2nd prize in Qiskit Fall Fest 2025 Edition by ISAQC in collaboration with IBM Quantum and IITH. A quantum solution to the classic Battleship game using Grover's Search Algorithm
Real quantum capabilities for Kannaka via qBraid — CLI bridge + MCP server (run circuits, quantum RNG, amplitude-amplification resonance recall)
Browser-based Grover's algorithm simulation — amplitude amplification, oracle phase kickback, inversion-about-mean diffusion, probability oscillation. AES-128 weakened to 2^64. AES-256 survives at 2^128. The fix is doubling key length. No backends. No simulated shortcuts.
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