A Julia package for computing SICs and related objects.

Numerical simulation of quantum illumination using a two-mode mixing model

Computational appendix of Phys. Rev. X 15, 021013 (2025) [arXiv:2408.00831]

Cosmological applications of the SymC framework. Applies χ ≈ 1 stability principles to universe-scale phenomena including cosmic acceleration onset, black hole thermodynamics, and cyclical cosmology. Demonstrates framework consistency from quantum boundaries to cosmic structure.Retry

Mathematical synthesis framework unifying consciousness theories through phase transitions at brain criticality. Proposes consciousness emerges when C(t) = Φ(t) × R(t) × D(t) exceeds 8.3±0.6 bits. Integrates IIT, GNWT, FEP, and 40+ frameworks as special cases. Validated via Kuramoto simulations (qualitative agreement).

Source of my bachelor thesis

A Framework for Controlled Collapse and Information Encoding Without Decoherence

🔬 Advanced Laboratory Software for Quantum Measurement Devices is a comprehensive laboratory software solution designed to interface with and control quantum measurement devices. It enables national laboratories and universities to standardize their electrical measurements without multiplying devices.

Java-based simulation exploring quantum superposition and state swapping. Focuses on the effects of measuring and altering position and momentum of particles, demonstrating quantum measurement influence on particle states. Includes various test scenarios mirroring quantum mechanics principles.

Observer Frequency Structure Interpretation – interpretative framework on the quantum measurement problem.

This repository contains the python scripts used to perform the six measurements in the Mermin-Peres Magic Square on IBM's quantum computers using the qiskit library.

quMeas is an open-source, high-performance, quantum computing library for Pauli measurements.

Quantum-Based Fraud Detection (QBFD) is a quantum algorithm designed to detect fraudulent activities in financial transactions using quantum computing principles.

Simulation and analysis of a cognitive phase transition in quantum observer perception. Based on the Renkel experiment and categorical quantum models.