Gate Matrix

In quantum computing, gates are represented by unitary matrices. Unitary matrices are special matrices that, when multiplied by their conjugate transpose (also known as the adjoint or Hermitian conjugate), result in the identity matrix. The unitarity property ensures...

Jobs

Once your job is completed, the details are updated in the Jobs panel   Also presented here is a brief video tour showing how to access a detailed section for a specific job, along with other features such as job results with visualizations, output, and its...

Visualizations

The visualizations are shown in the window at the bottom left of the Qniverse workspace. You can choose from a combination of histograms, state vectors, or probability distributions at the bottom of the workspace. Visualizations: Visualizations characterize your...

Quantum Phase Estimation (QPE)

What is Quantum Phase Estimation? Quantum Phase Estimation (QPE) is a fundamental algorithm in quantum computing used to estimate the phase of an eigenvector corresponding to an eigenvalue of a unitary operator. Let me break it down for you: Quantum mechanics involves...

Shor’s Algorithm – Factorization

What is Shor’s Algorithm??   Shor’s algorithm is a quantum computing algorithm that can be used to factor integers.. It efficiently factors large composite numbers into their prime factors, a task that is believed to be classically hard and forms the...