Omar El Hajjaji
About
Omar El Hajjaji is from Greater Paris Metropolitan Region. Omar El is currently Quantitative analyst at Natixis, located in Paris, Île-de-France, France.
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Omar El Hajjaji's current jobs
Interest Rate & FX Modeling Study of various IR models for exposures valuation: -Empirical models (Principal Component Analysis - Black Karasinski model) -Affine Multifactor Term Structure Models (Ait-Sahalia, Singleton) Study of various IR models for CVA calculation: -LIBOR Market Model BGM, Two-Additive Factor Gaussian Model G2++, Hull-White Model -Extended CIR Model CIR++,Hybrid (market/historical) empirical model FX-IR hybrids modeling Implementation (Matlab) of prototype for diffusion and calibration Back-Testing (in/out of sample) and validation of models Pricing of Interest Rate derivatives and Exposures valuation (PFE, EE) Equity Modeling Study of the multifactor Fama-French Model (Publications by Fama, French, MacBeth, Cochrane) Set an algorithm using the “s best subsets” method to select the best indexes for projection Validation of the projection model (study of the residual) Implementation (Matlab) of prototype for diffusion and calibration Pricing of exotic products (Multi-asset barrier options, Lookback options, Asian options) Dependence Modeling Study of dependence between risk market axes (IR, FX, Commodities...) and default times using a Copula approach Testing the adequacy of copula models in characterizing the true cross-dependence structures by formal statistical tests Set an algorithm through constraint optimization (Method of Lagrange Multipliers) which estimates positive definite correlation matrix despite missing data Implementation of prototype for diffusion and calibration Credit Value Adjustment (CVA) and Wrong Way Risk (WWR) Study of various CVA/WWR models Implementation (Matlab) of prototype for diffusion and calibration of a CIR process used to model credit spreads, correlated to market risk factors in order to account for WWR Developing a CVA model and framework integrating the wrong way risk dependency between market risk factors and default times