Training Course | Risk Management | The Fundamentals of Interest Rate Risk and Derivatives - Finance Tutoring

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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