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Columbia University - Introduction to Financial Engineering and Risk Management 

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Introduction to Financial Engineering and Risk Management
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Overview

Duration

18 hours

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Total fee

Free

Mode of learning

Online

Difficulty level

Intermediate

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Introduction to Financial Engineering and Risk Management
 at 
Coursera 
Highlights

  • Flexible deadlines Reset deadlines in accordance to your schedule Shareable Certificate Earn a Certificate upon completion 100% online Start instantly and learn at your own schedule
    Course 1 of 5 in the Financial Engineering and Risk Management Specialization
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Introduction to Financial Engineering and Risk Management
 at 
Coursera 
Course details

More about this course
  • Introduction to Financial Engineering and Risk Management course belongs to the Financial Engineering and Risk Management Specialization and it provides a fundamental introduction to fixed income securities, derivatives and the respective pricing models
  • The first module gives an overview of the prerequisite concepts and rules in probability and optimization
  • This will prepare learners with the mathematical fundamentals for the course
  • The second module includes concepts around fixed income securities and their derivative instruments. We will introduce present value (PV) computation on fixed income securities in an arbitrage free setting, followed by a brief discussion on term structure of interest rates
  • In the third module, learners will engage with swaps and options, and price them using the 1-period Binomial Model. The final module focuses on option pricing in a multi-period setting, using the Binomial and the Black-Scholes Models. Subsequently, the multi-period Binomial Model will be illustrated using American Options, Futures, Forwards and assets with dividends.
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Introduction to Financial Engineering and Risk Management
 at 
Coursera 
Curriculum

Course Overview

Course Overview

Course Overview

About Us

Pre-Requisite Materials

Discrete Random Variable and Distribution

Bayes' Theorem, Continuous Random Variable and Distribution

Conditional Expectation and Variance

Multivariate Distribution and Independence

The Multivariate Normal Distribution

Introduction to Martingale

Martingales Example 1

Martingales Example 2

Introduction to Brownian Motion

Geometric Brownian Motion

Vector: Independence and Basis

Vector: norm and inner Product

Matrix: Matrix Operations

Matrix: Linear Functions and Rank

Linear Optimization: Hedging Problem

Linear Optimization: Duality

Nonlinear Optimization: Unconstrained Nonlinear Problem

Nonlinear Optimization: Largrangian Method

Lesson Supplements

Prerequisite Qualification 1: Probability (I)

Prerequisite Qualification: Probability (II), Martingale

Prerequisite Qualification: Brownian Motion, Vector

Prerequisite Qualification: Matrix

Prerequisite Qualification: Optimization

Introduction to Basic Fixed Income Securities

Introduction to No-Arbitrage

Present Value of Cash Flow

Fixed Income Instruments

Floating Rate Bonds

Term Structure of Interest Rates

Forward Contracts: Introduction

Forward Contracts: An Example

Lesson Supplements

Lesson Supplements

3.1 Self-Check Quiz

3.2 Self-Check Quiz

Introduction to Basic Fixed Income Securities

Introduction to Derivative Securities

Swaps

Futures

Hedging Using Futures

Futures Excel

Options

Properties of Options

Introduction to Options Pricing

A Paradox Example

The 1-Period Binomial Model

Option Pricing in the 1-Period Binomial Model

Pricing Derivative Security int he 1-Period Binomial Model

Lesson Supplements

Lesson Supplements

4.1 Self-Check Quiz

4.2 Self-Check Quiz

4.3 Self-Check Quiz

Introduction to Derivative Securities

Option Pricing in the Multi-Period Binomial Model

The Multi-Period Binomial Model

An Example: 3-Period Binimoal Model

What?s Going On?

Pricing American Options

An Example of Pricing American Options

Replicating Strategies and Self-Financing

Dynamic Replication and Risk-Neutral Price

Pricing with Dividends with Binomial Model

Pricing Forwards and Futures with Binomial model

The Black-Scholes Model

An Example: Pricing a European Put on a Futures Contract

Lesson Supplements

Quiz Instructions

Introduction to Assignment

Solutions to Assignment 1

5.1 Self-check Quiz

5.2 Self-check Quiz

5.3 Self-check Quiz

Option Pricing in the Multi-Period Binomial Model

Assignment 1

Introduction to Financial Engineering and Risk Management
 at 
Coursera 
Admission Process

    Important Dates

    May 25, 2024
    Course Commencement Date

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