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Options & Derivatives

A practitioner-led course on contingent claims: how derivatives are priced, what they transfer between counterparties, and how risk is measured and hedged in practice.

Optionality, taught properly

Derivatives are frequently taught as formulas to be memorised. Credit Foncier International teaches them as contracts: each one transfers a defined risk from one party to another at a price, and the mathematics exists only to make that price defensible.

The course is delivered by members of our structuring and risk teams. Participants rebuild every pricing model from first principles, examine where its assumptions fail, and learn to describe a position's behaviour before its expected return.

The course is educational in nature. It does not constitute investment advice, does not recommend any instrument, and is not an offer of any financial product or service.

Enquire about a place

Curriculum

Eight modules across three levels, from linear instruments through to documentation and market conduct.

01Foundation

Forwards, Futures & Swaps

The linear building blocks of the derivative market: how a forward price is formed, how exchange-traded futures differ from bilateral agreements, and how swaps convert one cash-flow profile into another.

  • Cost of carry and forward pricing
  • Margin, mark-to-market and daily settlement
  • Interest rate, currency and commodity swaps
  • Basis risk and imperfect hedges
02Foundation

Option Fundamentals

Calls, puts, moneyness and payoff diagrams, with an emphasis on what an option actually transfers between two parties and what the buyer is genuinely paying for.

  • Payoff and profit profiles at expiry
  • Intrinsic value versus time value
  • Put-call parity and arbitrage bounds
  • American, European and early exercise
03Core

Pricing Models

Binomial trees, Black-Scholes-Merton and Monte Carlo valuation — where each model comes from, what it assumes, and precisely where those assumptions break in a real market.

  • Risk-neutral valuation and replication
  • Binomial lattices and convergence
  • Black-Scholes assumptions and their limits
  • Monte Carlo methods for path-dependent payoffs
04Core

The Greeks & Sensitivity

Delta, gamma, vega, theta and rho as a working language for risk. Participants learn to read a risk report and explain why a position behaves the way it does.

  • Delta hedging and rebalancing cost
  • Gamma, convexity and pin risk
  • Vega exposure across the term structure
  • Time decay and carry management
05Advanced

Volatility

Realised versus implied volatility, the surface, skew and smile, and why volatility is treated as an asset class in its own right rather than a single input.

  • Estimating realised volatility
  • Implied volatility surfaces and term structure
  • Skew, smile and their economic explanation
  • Volatility as a traded exposure
06Advanced

Structured Payoffs

How spreads, collars, barriers and notes are assembled from simple components, and how to decompose an unfamiliar structure into instruments you already understand.

  • Vertical, calendar and ratio spreads
  • Collars, participating forwards and zero-cost structures
  • Barrier, digital and Asian features
  • Decomposing a term sheet
07Advanced

Credit & Commodity Derivatives

The instruments closest to our own lending practice: credit default protection, commodity hedges and the way collateralised transactions interact with derivative overlays.

  • Credit default swaps and reference obligations
  • Commodity hedging for financed inventory
  • Correlation and wrong-way risk
  • Interaction with security packages
08Advanced

Documentation, Clearing & Conduct

Master agreements, collateral annexes, central clearing and the reporting obligations that attach to derivative activity, together with the conduct standards expected of participants.

  • Master agreements and netting
  • Collateral, margin and thresholds
  • Central clearing versus bilateral trades
  • Reporting obligations and market conduct

What you will be able to do

01

Read and interpret a derivative term sheet without assistance

02

Explain the risk of a position in the language of the Greeks

03

Build a binomial and a Black-Scholes valuation from first principles

04

Design a hedge appropriate to an underlying exposure and cost budget

05

Identify where a model's assumptions understate real-world risk

Format and delivery

Seminar format

Sessions are discussion-led. Participants are expected to arrive prepared and to defend a valuation when challenged.

Spreadsheet work

Every pricing model is rebuilt by hand in a spreadsheet before any packaged tool is used, so the mechanics are understood rather than trusted.

Live market data

Published option chains and volatility surfaces are used in place of invented examples.

Written exercises

Each module carries a short written task, read and annotated individually rather than scored anonymously.

Small cohorts

Groups are kept deliberately small so that every participant speaks in every session.

Statement of completion

Participants completing the course and its written work receive a statement of completion. It is not a regulated qualification.

Common questions

If your question is not addressed here, write to us directly and we will answer it in full.

What do I need to know before starting?
Comfort with basic algebra, probability and a spreadsheet. Our Markets & Investing Essentials course is a sufficient grounding; a formal mathematics background is not required.
Is any coding involved?
The core course is spreadsheet-based. Participants who wish to implement models in code are pointed toward the Quantitative Modeling course, which covers implementation in depth.
Will you recommend trades or strategies?
No. The course teaches valuation, risk measurement and hedging method. It does not recommend instruments, forecast prices or constitute investment advice.
How long is the course?
Eight sessions delivered weekly, with two to three hours of preparation and written work between sessions.
Can my organisation enrol a group?
Yes. Cohorts can be arranged for a single organisation, with module weighting adapted to the team's function.

Request a place

Write to us with a short note about your background and what you intend to do with the material. Places are allocated on a rolling basis throughout the year.