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Founded by passionate advocates of learning and innovation, Learni set out to make professional training accessible to everyone, everywhere in the world. Our team works in the largest cities such as Paris, Lyon, Marseille, and internationally, to support talents and organizations in their skills development.
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The Monte Carlo Training - Optimising Financial Risks and Pricing training is delivered in-person or remotely (blended-learning, e-learning, virtual classroom, remote in-person). At Learni, a Qualiopi-certified training organization, each program is designed to maximize skills acquisition, regardless of the training mode chosen.
The trainer alternates between demonstrative, interrogative, and active methods (through practical exercises and/or real-world scenarios). This pedagogical approach ensures concrete and directly applicable learning in the workplace.
To ensure the quality of the Monte Carlo Training - Optimising Financial Risks and Pricing training, Learni provides the following teaching resources:
For in-house training at a location external to Learni, the client ensures and commits to having all necessary teaching materials (IT equipment, internet connection...) for the proper conduct of the training action in accordance with the prerequisites indicated in the communicated training program.
The assessment of skills acquired during the Monte Carlo Training - Optimising Financial Risks and Pricing training is carried out through:
Learni is committed to the accessibility of its professional training programs. All our training programs are accessible to people with disabilities. Our teams are available to adapt teaching methods to your specific needs. Do not hesitate to contact us for any accommodation request.
Learni training programs are available for inter-company and intra-company settings, both in-person and remote. Registration is possible up to 48 business hours before the start of training. Our programs are eligible for OPCO, Pôle emploi, and FNE-Formation funding. Contact us to discuss your training project and funding possibilities.
Dive into high-quality random number generators with NumPy and SciPy, simulate stochastic processes like geometric Brownian motions, analyze the law of large numbers and convergence tests on real bond pricing cases, perform practical exercises to calibrate your first financial simulations, produce convergence graphs and an analysis report to validate professional accuracy.
Apply Monte Carlo to pricing European and Asian options via Euler-Maruyama discretisation, integrate hybrid binomial trees for cross-validation, handle exotic payoffs with antithetic variates, code optimised Python scripts on historical volatility datasets, test on real market scenarios like Eurostoxx50, generate parameter-sensitive pricing reports and deliverables ready for the trading desk.
Calculate Value at Risk and Expected Shortfall at 99% via historical and parametric simulations, integrate copula correlations for multiple assets, implement Basel III regulatory backtesting with Pandas, simulate extreme market shocks on bond-equity portfolios, analyze loss curves, produce stress test tables and an interactive Matplotlib dashboard for enterprise risk management reporting.
Master Sobol and Halton sequences for ultra-precise Quasi-Monte Carlo, apply control variates and importance sampling to lookback options, reduce variance by 90% on massive simulations of 10^7 paths, optimise with NumPy vectorisation, test on concrete credit risk cases, generate performance comparisons and a reusable Python toolkit to accelerate daily financial analyses.
Design simulations for Markowitz portfolio optimisation under stochastic constraints, integrate machine learning for dynamic calibration, deploy on AWS cloud with multiprocessing parallelisation, perform CCAR-like stress tests on bank balance sheets, validate FRTB compliance, produce a complete red thread project with Flask API, documentation, and production rollout plan for certified professional finance skills.
Target audience
Quantitative analysts, risk managers, derivatives traders, and financial actuaries seeking expert-level skill enhancement
Prerequisites
Advanced mastery of Python (NumPy, Pandas), stochastic probabilities, and financial models like Black-Scholes
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