Mickael (Anas) Laaouini
Curriculum Revision Consultant
Experience
Curriculum Revision Consultant
CNAM & UPMC Jussieu Paris VI
- Creation of a module in C++11 that prices an American put with lognormal underlying using the method from L. C. G. Rogers, Monte Carlo valuation of American options
- Creation of a module in C# that prices a European call with Heston model underlying using the method from Steven L. Heston, A Closed-Form Solution for Options with Stochastic Volatility
- Creation of a VBA/Excel application that calculates the Value at Risk of a portfolio of European calls, European puts and futures using the Monte Carlo method
Interest Rate Quantitative Analyst
Tesselate Group
- Created an application to price Bermudan swaptions using the LMM CEV model and to calibrate the model with Black volatilities and Rebonato’s formula, implementing Levenberg–Marquardt optimization
- Developed modules to discretize Libor forward rates using the Euler method and to calculate Bermudan swaption values via Monte Carlo (Longstaff–Schwartz)
- Developed an application to price swaps, swaptions, caps and floors with Black, Hull–White and LMM models using C++/QuantLib
- Implemented an XML parsing module to retrieve instrument data and studied feasibility of migrating pricing code from C++/QuantLib to C++/Numerix
- Technical environment: Fusion Fabric Cloud Valuation, Visual Studio Enterprise Edition 2015, C++, QuantLib
- Functional environment: Libor Market Model, LMM CEV, Bermudan Swaption, Longstaff–Schwartz method, Levenberg–Marquardt algorithm, interest rate derivatives (swap, swaption, cap, floor)
Market Risk Quantitative Analyst (Intern)
SFIL
- Presented a general framework for pricing collateralized products and products subject to interest rate risk
- Approximated the CVA of an asymmetrically collateralized contract using Gateaux derivatives
- Calculated the CVA of a swap and using PDE methods
- Studied pricing methods for various types of swaps
- Keywords: Credit risk, default probability (PD), loss given default (LGD), exposure at default (EAD), risk neutral probability, collateral, Feynman–Kac theorem, change of measure theorem, Radon–Nikodym derivative, Gateaux derivative, Brownian motion, Poisson processes, Monte Carlo method
Software Developer
Software Developer
- Over 6 years of professional experience as a software development engineer
- Over 4.5 years of development experience with Java
- Over 1.5 years of development experience with C++ and GPU NVIDIA CUDA
Industries Experience
See where this freelancer has spent most of their professional time. Longer bars indicate deeper hands-on experience, while shorter ones reflect targeted or project-based work.
Experienced in Banking and Finance (9.5 years), Information Technology (9 years), and Education (4.5 years).
Business Areas Experience
The graph below provides a cumulative view of the freelancer's experience across multiple business areas, calculated from completed and active engagements. It highlights the areas where the freelancer has most frequently contributed to planning, execution, and delivery of business outcomes.
Experienced in Information Technology (14 years), Finance (9.5 years), and Research and Development (9.5 years).
Skills
Ir & Equity Derivatives Pricing Models
C++
C#
Python
Monte Carlo Method
Stochastic Calculus
Machine Learning/deep Learning
C++
C#
Python
Gpu Nvidia Cuda
Latex
Java
Matlab
R
Excel
Languages
Education
Université Paris VI and École Polytechnique
Master II, Probability and Finance · Probability and Finance · Paris, France
CNAM
Master 2, statistics applied to finance · statistics applied to finance · Paris, France
Supaéro (ISAE)
Master 2, Telecommunications & Signal processing · Telecommunications & Signal processing · Toulouse, France
Profile
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