
Quantitative Financial Analyst Course
Master the full quantitative finance toolkit — from stochastic calculus and derivatives pricing to machine learning and algorithmic trading. This course delivers the rigorous, hands-on training demanded by top trading desks, risk functions, and asset managers. Build the skills that define a professional quantitative analyst.
What you will learn:
You will develop a deep command of mathematical finance, covering probability theory, stochastic processes, and Ito calculus as applied to real asset pricing problems. You will build and validate statistical and machine learning models on market data, from linear regression and GARCH volatility models to gradient boosting and neural networks. Portfolio optimization, factor model construction, and risk measurement using VaR and Expected Shortfall are covered in full. You will also design and backtest algorithmic trading strategies with realistic cost models and execution frameworks. Supplementary modules address fixed income analytics, alternative data, regulatory compliance, and quantitative research communication.
How you study in practice Quantitative Financial Analyst Course
How you practise Quantitative Financial Analyst Course
For companies looking to train their team
With Dedika for Business, the course includes exercises and examples tailored to your own business and the way your company needs.
Course Content
8 Chapters • 40 LessonsDuration between 4 and 360 hours (you decide)
Chapter 1HideHide detailsSee detailsFoundations of Quantitative Finance
Foundations of Quantitative Finance
Lesson 1 • Statistical Inference Fundamentals
Teaches estimation, hypothesis testing, and confidence intervals on financial data. Enables rigorous validation of quantitative models and strategies.
Lesson 2 • Financial Markets and Instruments Overview
Introduces asset classes, market structure, and instrument mechanics. Establishes the financial context in which quantitative models operate.
Lesson 3 • Probability Theory and Distributions
Establishes probability axioms, random variables, and key distributions used in asset modeling. Directly supports stochastic process and risk chapters.
Lesson 4 • Essential Mathematics for Finance
Covers calculus, linear algebra, and optimization as applied to financial problems. Provides the toolkit used throughout all subsequent chapters.
Lesson 5 • Time Value of Money and Discounting
Formalizes present value, future value, and yield concepts essential for pricing. Links mathematical discounting to real asset valuation tasks.
Chapter 2HideHide detailsSee detailsStatistical Modeling and Regression Analysis
Statistical Modeling and Regression Analysis
Lesson 1 • Time Series Analysis Basics
Introduces stationarity, autocorrelation, and ARMA modeling for financial series. Prepares students for volatility modeling and forecasting chapters.
Lesson 2 • Multiple Regression and Factor Models
Extends single-variable regression to multi-factor asset pricing frameworks. Students decompose returns into systematic and idiosyncratic components.
Lesson 3 • Linear Regression in Finance
Covers OLS estimation, assumptions, and diagnostics applied to return data. Forms the baseline for all factor and time-series models ahead.
Lesson 4 • Cointegration and Long-Run Relationships
Examines cointegration tests and error-correction models for pairs of assets. Supports pairs trading and macro factor analysis applications.
Lesson 5 • Regression Model Validation and Selection
Teaches cross-validation, information criteria, and out-of-sample testing. Ensures models generalize beyond the training sample in live environments.
Chapter 3HideHide detailsSee detailsStochastic Processes and Asset Price Dynamics
Stochastic Processes and Asset Price Dynamics
Lesson 1 • Risk-Neutral Pricing Framework
Covers change of measure, martingales, and the fundamental theorem of asset pricing. Links stochastic calculus to no-arbitrage derivative valuation.
Lesson 2 • Interest Rate and Credit Process Models
Presents mean-reverting and jump-diffusion processes for rates and credit spreads. Extends GBM to fixed income and credit derivative pricing contexts.
Lesson 3 • Monte Carlo Simulation of Asset Paths
Implements discretization schemes and variance reduction for path simulation. Provides the computational engine for pricing complex payoffs numerically.
Lesson 4 • Ito Calculus and Stochastic Differential Equations
Develops Ito's lemma and SDE formulation for modeling asset dynamics. Enables derivation of pricing equations for derivatives and structured products.
Lesson 5 • Random Walks and Brownian Motion
Introduces discrete random walks and their continuous limit, standard Brownian motion. Establishes the probabilistic foundation for continuous-time finance.
Chapter 4HideHide detailsSee detailsDerivatives Pricing and Hedging
Derivatives Pricing and Hedging
Lesson 1 • Exotic and Structured Product Pricing
Prices barrier, Asian, and multi-asset options using simulation and analytics. Connects theoretical models to structured product desks and client solutions.
Lesson 2 • Volatility Surface and Smile Modeling
Analyzes implied volatility patterns and local/stochastic volatility models. Addresses BSM limitations and prepares students for exotic pricing.
Lesson 3 • Numerical Methods for Option Pricing
Implements binomial trees, finite difference methods, and Monte Carlo for options. Provides fallback pricing tools when closed-form solutions are unavailable.
Lesson 4 • Black-Scholes-Merton Framework
Derives the BSM PDE and closed-form option pricing formula from first principles. Anchors all subsequent extensions and model comparisons.
Lesson 5 • Greeks and Dynamic Hedging
Computes and interprets delta, gamma, vega, theta, and rho for option books. Enables construction of delta-neutral and gamma-neutral hedging strategies.
Chapter 5HideHide detailsSee detailsPortfolio Theory and Optimization
Portfolio Theory and Optimization
Lesson 1 • Factor-Based Portfolio Construction
Builds portfolios targeting value, momentum, quality, and low-volatility factors. Links statistical factor models to systematic equity strategy design.
Lesson 2 • Practical Constraints and Robust Optimization
Incorporates long-only, turnover, and sector constraints into portfolio optimization. Addresses estimation error sensitivity through robust and Bayesian methods.
Lesson 3 • Mean-Variance Optimization
Formalizes Markowitz portfolio theory, the efficient frontier, and the Sharpe ratio. Establishes the canonical framework for quantitative asset allocation.
Lesson 4 • Performance Measurement and Attribution
Evaluates portfolio returns using risk-adjusted metrics and Brinson attribution. Closes the loop between portfolio construction and investment decision review.
Lesson 5 • Portfolio Risk Decomposition
Decomposes total portfolio risk into factor, sector, and idiosyncratic contributions. Enables precise risk budgeting and attribution for institutional mandates.
Chapter 6HideHide detailsSee detailsRisk Measurement and Management
Risk Measurement and Management
Lesson 1 • Value at Risk Methodologies
Covers parametric, historical simulation, and Monte Carlo VaR estimation. Provides the primary risk metric used across trading desks and risk functions.
Lesson 2 • Credit Risk Quantification
Models probability of default, loss given default, and credit portfolio risk. Supports pricing of credit instruments and economic capital allocation.
Lesson 3 • Expected Shortfall and Coherent Risk Measures
Introduces CVaR/ES as a coherent alternative to VaR for tail risk capture. Aligns with current regulatory capital frameworks for market risk.
Lesson 4 • Volatility Modeling for Risk
Applies GARCH family models to forecast conditional volatility for risk inputs. Improves VaR and ES accuracy under changing market regimes.
Lesson 5 • Backtesting and Model Validation
Tests risk model accuracy using Kupiec, Christoffersen, and traffic-light tests. Ensures models meet internal governance and regulatory validation standards.
Chapter 7HideHide detailsSee detailsMachine Learning for Quantitative Finance
Machine Learning for Quantitative Finance
Lesson 1 • Natural Language Processing for Finance
Extracts sentiment and information from earnings calls, news, and filings. Generates alternative data signals for systematic and discretionary strategies.
Lesson 2 • Neural Networks and Deep Learning
Builds feedforward, recurrent, and convolutional networks for financial time series. Addresses overfitting, interpretability, and deployment challenges in finance.
Lesson 3 • ML Model Evaluation in Finance
Applies walk-forward validation, purged cross-validation, and combinatorial testing. Prevents data leakage and overfitting specific to financial time series.
Lesson 4 • Unsupervised Learning and Regime Detection
Uses clustering and dimensionality reduction to identify market regimes and factors. Enhances portfolio construction and risk management with regime-aware signals.
Lesson 5 • Supervised Learning for Return Prediction
Trains regression and classification models to forecast asset returns and signals. Connects ML methodology to alpha generation in systematic strategies.
Chapter 8HideHide detailsSee detailsAlgorithmic Trading Strategy Development
Algorithmic Trading Strategy Development
Lesson 1 • Alpha Signal Research and Generation
Identifies and tests predictive signals from price, fundamental, and alternative data. Establishes a rigorous research process to avoid false discoveries.
Lesson 2 • Execution Algorithms and Market Impact
Covers TWAP, VWAP, and optimal execution models to minimize market impact. Bridges strategy design with the realities of live order management.
Lesson 3 • Backtesting Framework Design
Builds event-driven backtesting engines with realistic cost and slippage models. Ensures simulation fidelity to live trading conditions and avoids look-ahead bias.
Lesson 4 • Live Deployment and Strategy Monitoring
Manages the transition from backtest to live trading with risk controls and monitoring. Covers position limits, kill switches, and performance attribution in production.
Lesson 5 • Strategy Performance Analysis
Evaluates backtest results using drawdown, turnover, and capacity metrics. Distinguishes genuine alpha from overfitting and data-mining artifacts.
Your valid completion certificate
This course is for you:
Finance professional: seeking to shift from discretionary to systematic, model-driven work.
Data scientist: wanting to apply existing ML skills directly to financial markets.
Recent STEM graduate: aiming to enter quantitative roles at banks or hedge funds.
Risk analyst: looking to deepen technical expertise beyond spreadsheet-based reporting.
Equity researcher: ready to add rigorous statistical modeling to fundamental analysis.
Career changer: coming from engineering or physics and targeting quantitative finance roles.
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