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Quantitative Finance For Dummies

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An accessible introduction to quantitative finance by the numbers--for students, professionals, and personal investors

The world of quantitative finance is complex, and sometimes even high-level financial experts have difficulty grasping it. Quantitative Finance For Dummies offers plain-English guidance on making sense of applying mathematics to investing decisions. With this complete guide, you'll gain a solid understanding of futures, options and risk, and become familiar with the most popular equations, methods, formulas, and models (such as the Black-Scholes model) that are applied in quantitative finance.

Also known as mathematical finance, quantitative finance is about applying mathematics and probability to financial markets, and involves using mathematical models to help make investing decisions. It's a highly technical discipline--but almost all investment companies and hedge funds use quantitative methods.

The book breaks down the subject of quantitative finance into easily digestible parts, making it approachable for personal investors, finance students, and professionals working in the financial sector--especially in banking or hedge funds who are interested in what their quant (quantitative finance professional) colleagues are up to. This user-friendly guide will help you even if you have no previous experience of quantitative finance or even of the world of finance itself.

With the help of Quantitative Finance For Dummies, you'll learn the mathematical skills necessary for success with quantitative finance and tips for enhancing your career in quantitative finance.

Get your own copy of this handy reference guide and discover:

  • An easy-to-follow introduction to the complex world of quantitative finance
  • The core models, formulas, and methods used in quantitative finance
  • Exercises to help augment your understanding of QF
  • How QF methods are used to define the current market value of a derivative security
  • Real-world examples that relate quantitative finance to your day-to-day job
  • Mathematics necessary for success in investment and quantitative finance
  • Portfolio and risk management applications
  • Basic derivatives pricing
  • Whether you're an aspiring quant, a top-tier personal investor, or a student, Quantitative Finance For Dummies is your go-to guide for coming to grips with QF/risk management.

    ISBN-13: 9781118769461

    Media Type: Paperback

    Publisher: Wiley

    Publication Date: 08-08-2016

    Pages: 416

    Product Dimensions: 7.40(w) x 9.20(h) x 0.90(d)

    Steve Bell is a Quantitative Investment Researcher and Director at Research In Action. A highly experienced mathematical and statistical modeller, he is knowledgeable in energy markets and has a particular interest in systematic quantitative trading strategy development at any frequency.

    Table of Contents

    Introduction 1

    About This Book 1

    Foolish Assumptions 2

    Icons Used in This Book 3

    Where to Go from Here 3

    Part 1: Getting Started With Quantitative Finance 5

    Chapter 1: Quantitative Finance Unveiled 7

    Defining Quantitative Finance 8

    Summarising the mathematics 8

    Pricing, managing and trading 9

    Meeting the market participants 9

    Walking like a drunkard 10

    Knowing that almost nothing isn’t completely nothing 11

    Recognising irrational exuberance 14

    Wielding Financial Weapons of Mass Destruction 15

    Going beyond cash 17

    Inventing new contracts 18

    Analysing and Describing Market Behaviour 20

    Measuring jumpy prices 20

    Keeping your head while using lots of data 21

    Valuing your options 21

    Managing Risk 22

    Hedging and speculating 22

    Generating income 23

    Building portfolios and reducing risk 23

    Computing, Algorithms and Markets 24

    Seeing the signal in the noise 24

    Keeping it simple 25

    Looking at the finer details of markets 25

    Trading at higher frequency 26

    Chapter 2: Understanding Probability and Statistics 27

    Figuring Probability by Flipping a Coin 28

    Playing a game 31

    Flipping more coins 32

    Defining Random Variables 33

    Using random variables 34

    Building distributions with random variables 35

    Introducing Some Important Distributions 38

    Working with a binomial distribution 39

    Recognising the Gaussian, or normal, distribution 40

    Describing real distributions 41

    Chapter 3: Taking a Look at Random Behaviours 45

    Setting Up a Random Walk 45

    Stepping in just two directions 47

    Getting somewhere on your walk 48

    Taking smaller and smaller steps 49

    Averaging with the Central Limit Theorem 50

    Moving Like the Stock Market 53

    Generating Random Numbers on a Computer 54

    Getting random with Excel 55

    Using the central limit theorem again 58

    Simulating Random Walks 58

    Moving Up a Gear 60

    Working a stochastic differential equation 60

    Expanding from the origin 61

    Reverting to the Mean 62

    Part 2: Tackling Financial Instruments 65

    Chapter 4: Sizing Up Interest Rates, Shares and Bonds 67

    Explaining Interest 68

    Compounding your interest 68

    Compounding continuously 69

    Sharing in Profits and Growth 71

    Taking the Pulse of World Markets 72

    Defining Bonds and Bond Jargon 74

    Coupon-bearing bonds 75

    Zeroing in on yield 76

    Cleaning up prices 78

    Learning to like LIBOR 79

    Plotting the yield curve 80

    Swapping between Fixed and Floating Rates 81

    Chapter 5: Exploring Options 85

    Examining a Variety of Options 86

    Starting with plain vanilla options 86

    Aiming for a simple, binary option 87

    Branching out with more exotic options 87

    Reading Financial Data 88

    Seeing your strike price 88

    Abbreviating trading information 89

    Valuing time 89

    Getting Paid when Your Option Expires 90

    Using Options in Practice 92

    Hedging your risk 92

    Placing bets on markets 93

    Writing options 94

    Earning income from options 94

    Distinguishing European, American and other options 95

    Trading Options On and Off Exchanges 96

    Relating the Price of Puts and Calls 96

    Chapter 6: Trading Risk with Futures 99

    Surveying Future Contracts 99

    Trading the futures market 101

    Marking to market and margin accounts 101

    Dealing in commodity futures 102

    Index futures 105

    Interest rate futures 106

    Seeing into the Future 107

    Paying in cash now 108

    Connecting futures and spot prices 109

    Checking trading volume 110

    Looking along the forward curve 110

    Rolling a Position 112

    Keeping a consistent position 113

    Adjusting backwards 113

    Converging Futures to the Spot Price 114

    Using Futures Creatively 115

    Calendar spreads 116

    Commodity spreads 116

    Seasonality in Futures Prices 117

    Part 3: Investigating and Describing Market Behaviour 119

    Chapter 7: Reading The Market’s Mood: Volatility 121

    Defining Volatility 122

    Using Historical Data 124

    Weighting the data equally 124

    Weighting returns 125

    Shrinking Time Using a Square Root 127

    Comparing Volatility Calculations 128

    Estimating Volatility by Statistical Means 132

    The symmetric GARCH model 132

    The leverage effect 134

    Going Beyond Simple Volatility Models 135

    Stochastic volatility 135

    Regime switching 136

    Estimating Future Volatility with Term Structures 137

    Chapter 8: Analysing All the Data 139

    Data Smoothing 139

    Putting data in bins 140

    Smoothing data with kernels 143

    Using moving averages as filters 147

    Estimating More Distributions 149

    Mixing Gaussian distributions 149

    Going beyond one dimension 150

    Modelling Non-Normal Returns 151

    Testing and visualising non-normality 151

    Maximising expectations 153

    Chapter 9: Analysing Data Matrices: Principal Components 159

    Reducing the Amount of Data 160

    Understanding collinearity 163

    Standardising data 166

    Brushing up some maths 167

    Decomposing data matrices into principal components 170

    Calculating principal components 173

    Checking your model with cross- validation 174

    Applying PCA to Yield Curves 177

    Using PCA to Build Models 180

    Identifying clusters of data 180

    Principal components regression 181

    Part 4: Option Pricing 183

    Chapter 10: Examining the Binomial and Black-Scholes Pricing Models 185

    Looking at a Simple Portfolio with No Arbitrage 186

    Pricing in a Single Step 187

    Entering the world of risk neutral 188

    Calculating the parameters 191

    Branching Out in Pricing an Option 192

    Building a tree of asset prices 192

    Building a tree of option prices by working backwards 192

    Pricing an American option 194

    Making Assumptions about Option Pricing 195

    Introducing Black-Scholes – The Most Famous Equation in Quantitative Finance 196

    Solving the Black-Scholes Equation 199

    Properties of the Black-Scholes Solutions 202

    Generalising to Dividend-Paying Stocks 204

    Defining other Options 205

    Valuing Options Using Simulations 206

    Chapter 11: Using the Greeks in the Black-Scholes Model 209

    Using the Black-Scholes Formulae 210

    Hedging Class 211

    That’s Greek to Me: Explaining the Greek Maths Symbols 213

    Delta 213

    Dynamic hedging and gamma 216

    Theta 218

    Rho 219

    Vega 219

    Relating the Greeks 220

    Rebalancing a Portfolio 220

    Troubleshooting Model Risk 221

    Chapter 12: Gauging Interest-Rate Derivatives 223

    Looking at the Yield Curve and Forward Rates 224

    Forward rate agreements 227

    Interest-rate derivatives 228

    Black 76 model 230

    Bond pricing equations 232

    The market price of risk 234

    Modelling the Interest-Rate 234

    The Ho Lee model 234

    The one-factor Vasicek model 235

    Arbitrage free models 237

    Part 5: Risk and Portfolio Management 239

    Chapter 13: Managing Market Risk 241

    Investing in Risky Assets 241

    Stopping Losses and other Good Ideas 244

    Hedging Schemes 245

    Betting without Losing Your Shirt 247

    Evaluating Outcomes with Utility Functions 249

    Seeking certainty 250

    Modelling attitudes to risk 251

    Using the Covariance Matrix to Measure Market Risk 253

    Estimating parameters 254

    Shrinking the covariance matrix 254

    Chapter 14: Comprehending Portfolio Theory 257

    Diversifying Portfolios 258

    Minimising Portfolio Variance 259

    Using portfolio budget constraints 260

    Doing the maths for returns and correlations 262

    Building an efficient frontier 266

    Dealing with poor estimates 267

    Capital Asset Pricing Model 268

    Assessing Portfolio Performance 270

    Sharpe ratio 270

    Drawdowns 272

    Going for risk parity 273

    Chapter 15: Measuring Potential Losses: Value at Risk (VaR) 275

    Controlling Risk in Your Portfolio 276

    Defining Volatility and the VaR Measure 277

    Constructing VaR using the Covariance Matrix 279

    Calculating a simple cash portfolio 280

    Using the covariance matrix 281

    Estimating Volatilities and Correlations 282

    Simulating the VaR 283

    Using historical data 283

    Spinning a Monte Carlo simulation 284

    Validating Your Model 285

    Backtesting 285

    Stress testing and the Basel Accord 286

    Including the Average VaR 286

    Estimating Tail Risk with Extreme Value Theory 289

    Part 6: Market Trading and Strategy 291

    Chapter 16: Forecasting Markets 293

    Measuring with Technical Analysis 294

    Constructing candlesticks 294

    Relying on relative strength 295

    Checking momentum indicators 298

    Blending the stochastic indicator 299

    Breaking out of channels 300

    Making Predictions Using Market Variables 301

    Understanding regression models 302

    Forecasting with regression models 304

    Predicting from Past Values 306

    Defining and calculating autocorrelation 306

    Getting to know autocorrelation models 308

    Moving average models 309

    Mentioning kernel regression 311

    Chapter 17: Fitting Models to Data 313

    Maximising the Likelihood 314

    Minimising least squares 316

    Using chi-squared 318

    Comparing models with Akaike 318

    Fitting and Overfitting 319

    Applying Occam’s Razor 322

    Detecting Outliers 322

    The Curse of Dimensionality 324

    Seeing into the Future 325

    Backtesting 325

    Out-of-sample validation 327

    Chapter 18: Markets in Practice 329

    Auctioning Assets 330

    Selling on eBay 331

    Auctioning debt by the US Treasury 332

    Balancing supply and demand with double-sided auctions 333

    Looking at the Price Impact of a Trade 336

    Being a Market Maker and Coping with Bid-Ask Spreads 337

    Exploring the meaning of liquidity 338

    Making use of information 339

    Calculating the bid-ask spread 342

    Trading Factors and Distributions 343

    Part 7: The Part Of Tens 345

    Chapter 19: Ten Key Ideas of Quantitative Finance 347

    If Markets Were Truly Efficient Nobody Would Research Them 347

    The Gaussian Distribution is Very Helpful but Doesn’t Always Apply 348

    Don’t Ignore Trading Costs 349

    Know Your Contract 349

    Understanding Volatility is Key 350

    You Can Price Options by Building Them from Cash and Stock 350

    Finance Isn’t Like Physics 351

    Diversification is the One True Free Lunch 351

    Find Tools to Help Manage All the Data 352

    Don’t Get Fooled by Complex Models 353

    Chapter 20: Ten Ways to Ace Your Career in Quantitative

    Finance 355

    Follow Financial Markets 355

    Read Some Classic Technical Textbooks 356

    Read Some Non-technical Books 356

    Take a Professional Course 357

    Attend Networking Meetings and Conferences 357

    Participate in Online Communities 358

    Study a Programming Language 358

    Go Back to School 359

    Apply for that Hedge Fund or Bank Job 359

    Take Time to Rest Up and Give Back 359

    Glossary 361

    Index 369