Pinned Loading

1. kak-decomposition-qml kak-decomposition-qml Public

   Cartan decomposition (SU(4)) via Lie theory and QML – exact + variational approaches for two-qubit gates.

   Jupyter Notebook

2. hamiltonian-simulation-tfim-trotter hamiltonian-simulation-tfim-trotter Public

   Quantum simulation using matrix exponentials and Lie-theoretic Trotterization. Lecture 6 from the Lie Groups with Applications series by Quantum Formalism.

   Jupyter Notebook

3. MatrixExponential MatrixExponential Public

   Interactive notebook introducing the matrix exponential and matrix Lie groups, from the Quantum Formalism lecture series.

   Jupyter Notebook 12 2

4. bloch-sphere-visualization bloch-sphere-visualization Public

   Interactive visualizations of quantum gates and states on the Bloch sphere—built to intuitively explore single-qubit operations. Lecture 2 of the Lie groups with applications series with Quantum Fo…

   Jupyter Notebook 1

5. Spherical-CNN Spherical-CNN Public

   Interactive exploration of equivariant neural networks on homogeneous spaces, with a focus on the sphere S² as SO(3)/SO(2). From Lecture 8 of the Lie groups course with Quantum Formalism

   Jupyter Notebook 14 1