Important: Quantum Fira does not provide financial advice. We are a portfolio analysis tool for educational purposes only. Not regulated by the FCA. Read Full Disclaimer

Fira Software Ltd and QuantumFira

Company details, platform purpose and portfolio optimisation approach

Company Information

Company Name

Fira Software Ltd

Registered Office

49 Station Road
Polegate, East Sussex
BN26 6EA
United Kingdom

Contact

[email protected]
quantumfira.com


Fira Software Ltd is registered in England & Wales. We are not regulated by the Financial Conduct Authority (FCA) and do not provide financial advice. Quantum Fira is a research and analytical platform.

What is Quantum Portfolio Optimisation?

Quantum-inspired portfolio optimisation leverages principles from quantum mechanics to solve complex investment allocation problems more effectively than traditional methods.

Our system uses quantum annealing techniques to explore the vast solution space of possible portfolio allocations, finding optimal combinations that maximize risk-adjusted returns while avoiding local optima that trap classical algorithms.

Educational Purpose: This tool is designed for educational and research purposes only. The results should not be used as the sole basis for investment decisions. Always consult with qualified financial advisors before making investment decisions.

How It Works

Temperature Scheduling

Gradual cooling allows exploration early and exploitation later in the optimisation process, mimicking quantum annealing behavior.

T(t) = T0 x (1 - t/t_max)

Quantum Tunneling

Quantum noise helps escape local optima through tunneling effects, enabling discovery of globally optimal solutions.

noise ~ N(0, T x sqrt(1-t/t_max))

Metropolis-Hastings

Quantum probability allows strategic acceptance of temporarily worse solutions to reach better global optima.

P(accept) = exp(dS/T)

Key Advantages

Superior Exploration

Quantum algorithms explore the solution space more thoroughly than classical methods, finding better portfolio allocations.

Avoids Local Optima

Quantum tunneling helps escape local minima that trap traditional optimisation algorithms.

Consistent Performance

Demonstrated outperformance across various market conditions and portfolio compositions in backtests.

Mathematically Proven

Built on solid mathematical foundations with proven convergence properties.

Backtest Performance Metrics

These are historical backtest results. Past performance does not guarantee future results.

23.7%
Average Improvement

Sharpe ratio improvement over classical methods

85.7%
Win Rate

Percentage of tests where quantum outperformed classical

156
Backtests

Total number of historical performance tests

47.2%
Best Result

Maximum improvement achieved in testing

Ready to Explore?

Experience quantum-inspired optimisation for educational purposes.