Risk Management Training Programs

Fundamentals of Interest Rate Risk and Derivatives

Understand interest rate risk, hedging strategies, valuation models, as well as the use of derivatives such as swaps, caps/floors, and swaptions within an integrated risk management approach.

IN-PERSON OR REMOTE CLASS

Duration

2 days

Additional activity

Remote

2,250 € VAT excluded

VAT exemption according to article 261-4-4° of the French Tax Code

Reference

FOIRRD-225

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(*) As a training organization, Finance Tutoring benefits from a VAT exemption under Article 261-4-4° of the French General Tax Code (CGI).

Course Description

Fundamentals of Interest Rate Risk and Derivatives

2-day intensive training (14 hours) - Theoretical approach and practical case studies

◆ Interest Rate Risk Management Certification ◆

This training provides in-depth understanding of key mechanisms and strategies for managing interest rate risk, with particular focus on derivative instruments and their practical applications in financial management. A comprehensive program combining advanced theory and immediate practical implementation.

◉ Current Context

In an environment of volatile rates and increased regulation, this training addresses growing needs:

  • Historic interest rate volatility
  • Increased risk management requirements (FRTB, Basel IV)
  • Growing complexity of interest rate derivatives
  • Need for advanced technical skills

Curriculum

1. Interest Rate Risk and Markets

  • Definition and challenges of interest rate risk
  • Market participants and operations
  • Yield curve analysis
  • Macroeconomic influencing factors
  • Key monitoring indicators

2. Hedging Instruments

  • Interest Rate Swaps (IRS)
  • Rate Futures and Forwards
  • Valuation methods
  • Basic hedging strategies
  • Swap basis analysis

3. Complex Products

  • Swaptions and rate options
  • Advanced hedging strategies
  • Practical application cases
  • Structured rate products
  • Convexity management

Learning Objectives

  • Understand interest rate risk and market participants
  • Master interest rate swaps
  • Analyze the swap yield curve
  • Evaluate rate sensitivities
  • Value futures, forwards and swaps
  • Apply pricing methods
  • Design hedging strategies
  • Optimize risk management

Target Audience

Fund Managers
Treasurers
Financial Analysts
Financial Engineers
Portfolio Managers

Professional Benefits by Profile

◉ Quantitative Analysts

Advanced financial mathematics (stochastic calculus, PDEs, Itô's lemma) is essential for building robust models. Mastering pricing models enables precise calibration to market data.

  • Rate models (Vasicek, CIR, HJM)
  • Monte Carlo simulations for complex products
  • Greek calculations for hedging

◉ Derivatives Traders

Deep understanding of rate and volatility models helps anticipate price behavior and optimize trading timing.

  • Swap basis analysis
  • Butterfly and condor strategies
  • Convexity risk management

◉ Risk Managers

Value-at-Risk calculation techniques and sensitivity analysis enable precise portfolio exposure quantification.

  • DV01 and CS01 calculations
  • Yield curve stress tests
  • Integration of regulatory constraints

Frequently Asked Questions

1. What are the prerequisites for this training? +

Basic knowledge of financial markets and derivatives is recommended. Key concepts will be explained in detail.

2. What types of risks are covered in the training? +

The training primarily covers interest rate risk and risks related to rate derivatives such as swaps, futures and options.

◉ In-person/remote training ◉ Training materials provided ◉ Course certificate ◉ Real-world case studies

Training Program

Fundamentals of Interest Rate Risk and Derivatives

I. Interest Rate Risk

  • Definition
  • Key challenges
  • Market participants

II. Interest Rate Swaps

  • Overview
  • Market and participants
  • Recent regulatory developments
  • Structure and mechanics

Practical Case:

Analysis of different swap applications and benefits

III. Swap Yield Curve

  • Zero-coupon curve
  • Forward rate curve
  • Yield curve construction: Bootstrapping method

Practical Case:

Calculating forward rates from zero-coupon curve

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