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Domcsi's Epic Tinker Box - a collection of Python utilities for scientific and quantum computing research.

Project description

Python pytest PyPI version python mypy Python Ruff


Julia tests Julia version Julia format Julia docs Julia LoC metrics

Domcsi's Epic Tinker Box

Hello stranger!

Domcsi's Epic Tinker Box is my little repository of Python and Julia libraries filled (gradually) with code and routines that I use throughout my coding, scientific and research journey.

This is also a playground for myself to learn and grow as a programmer.

Table of contents:


Implemented Features

statistics

Function Description Python Julia
mean Arithmetic mean of a numeric vector
mean_complex Population mean of complex samples; returns (real_part, complex_mean)
variance Population variance (N denominator)
skewness Pearson's moment coefficient of skewness
generate_gaussian_rnd_numbers Samples from 𝒩(μ, σ²)
generate_uniform_rnd_numbers Samples from Uniform(a, b)
generate_exponential_rnd_numbers Samples from Exp(λ)
generate_wigner_surmise_rnd_numbers Samples from the generalised Wigner surmise (GOE/GUE/GSE and beyond)
generate_random_numbers Unified dispatch wrapper for all distributions

All Python samplers support optional rng injection or seed for reproducible, non-global-state sampling.


pauli_algebra

Function / Class Description Python Julia
pauli_matrix(which) Single-qubit Pauli matrix in sparse CSR format
generate_all_pauli_strings(n) All 4ⁿ Pauli strings for n qubits in lexicographic order
generate_pauli_operators(n) All 4ⁿ sparse Pauli matrices
PauliOperators Immutable validated collection with factories all(n) and from_strings(set)

quantum_state

Constructor Description Python Julia
QuantumState.from_vector(ψ) Pure state from state vector (2ᴺ,)
QuantumState.from_density_matrix(ρ) State from density matrix (2ᴺ, 2ᴺ)
QuantumState.from_vectorized_density_matrix(ρ_vec) State from vec(ρ) (4ᴺ,)

Derived quantities computed on demand:

Property Returns Python Julia
.vector State vector; raises for mixed states
.density_matrix ρ = |ψ⟩⟨ψ| or stored ρ
.purity Tr(ρ²)
.dim Hilbert space dimension 2ᴺ
Function Description Python Julia
bell_state Generate general Bell-states
w_state Generate general w-states
bell_state Generate general Bell-states
generate_all_stabilizer_states -
generate_random_stabilizer_state -

magic

Function Description Python Julia
stabilizer_renyi_entropy(state, paulis, α) α-Stabilizer Rényi Entropy M_α
_stabilizer_renyi_entropy_unchecked(...) Fast path for hot loops
characteristic_function(ψ, paulis) Ξ(P) = |⟨ψ|P|ψ⟩|² / 2ⁿ for all P
validate_alpha(α) Standalone α validator
validate_compatible(state, paulis) Checks n_qubits agreement

Metrics

Number of Tests

  • Python tests: 344 tests
  • Julia tests: 6 tests

LOC metrics

Now this is not important, and I do not think that it is a good idea to attribute quality, effort or productiveness to the following metric, but it is like the first, easy-peasy GitHub Action that one can set up, so here it is:

LOC is lines of code
LOCo is lines of comments
code share is LOC/(LOC + LOCo)
  • Python: 2613 LOC, code share = 65.7%
  • Julia: 36 LOC, code share = 97.3%

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