Book Description
Monte Carlo simulation has become an essential tool in the pricing of derivative securities and in risk management. These applications have, in turn, stimulated research into new Monte Carlo methods and renewed interest in some older techniques.
This book develops the use of Monte Carlo methods in finance and it also uses simulation as a vehicle for presenting models and ideas from financial engineering. It divides roughly into three parts. The first part develops the fundamentals of Monte Carlo methods, the foundations of derivatives pricing, and the implementation of several of the most important models used in financial engineering. The next part describes techniques for improving simulation accuracy and efficiency. The final third of the book addresses special topics: estimating price sensitivities, valuing American options, and measuring market risk and credit risk in financial portfolios.
The most important prerequisite is familiarity with the mathematical tools used to specify and analyze continuous-time models in finance, in particular the key ideas of stochastic calculus. Prior exposure to the basic principles of option pricing is useful but not essential.
The book is aimed at graduate students in financial engineering, researchers in Monte Carlo simulation, and practitioners implementing models in industry.
Mathematical Reviews, 2004: "... this book is very comprehensive, up-to-date and useful tool for those who are interested in implementing Monte Carlo methods in a financial context."
Customer Reviews:
Review for Monte Carlo Methods... by P. Glasserman.......2007-07-16
The book is just right for a reader who is looking for state-of-the-art techniques in Monte-Carlo methods in general. The fact that the book is specific to financial systems does not limit the usability of the book in the manner it is written. There are a lots of useful references one can get out of this book.
The book is for advanced readers in the sense that it requires rigorous mathematical ability to understand all the concepts. It is by no means for a novice reader and requires background in computational mathematics.
Best financial engineering book on MC.......2007-06-29
This is like the bible of Monte Carlo methods in financing. Both a good read and a good reference book. Must have! for any quant on wall street.
good book on Monte Carlo in Finance.......2007-04-02
But it seems the author is a little focused on selling his ideas, but not a very subjective overview of all topics in M-C method in finance.
Excelent choice on finance Monte Carlo.......2007-03-08
Clear and sound theoretical background on applied Monte Carlo for finance.
Brilliant.......2006-12-26
Almost everything related to Monte Carlo in Financial Engineering is covered at just the right level of detail. Quite easy to read too.
Average customer rating:
- Absolutely Great!
- A Cookbook for Financial Modellers
- Not really satisfying
- Advanced modelling in finance using Excel and VBA
- Highly Recommended
|
Advanced modelling in finance using Excel and VBA
Mary Jackson , and
Mike Staunton
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Similar Items:
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Financial Modeling - 2nd Edition: Includes CD
-
Financial Modeling Using Excel and VBA (Wiley Finance)
-
Principles of Finance with Excel: Includes CD
-
The Complete Guide to Option Pricing Formulas
-
Building Financial Models with Microsoft Excel: A Guide for Business Professionals
ASIN: 0471499226 |
Book Description
This new and unique book demonstrates that Excel and VBA can play an important role in the explanation and implementation of numerical methods across finance. Advanced Modelling in Finance provides a comprehensive look at equities, options on equities and options on bonds from the early 1950s to the late 1990s.
The book adopts a step-by-step approach to understanding the more sophisticated aspects of Excel macros and VBA programming, showing how these programming techniques can be used to model and manipulate financial data, as applied to equities, bonds and options. The book is essential for financial practitioners who need to develop their financial modelling skill sets as there is an increase in the need to analyse and develop ever more complex 'what if' scenarios.
- Specifically applies Excel and VBA to the financial markets
- Packaged with a CD containing the software from the examples throughout the book
Note: CD-ROM/DVD and other supplementary materials are not included as part of eBook file.
Customer Reviews:
Absolutely Great!.......2006-01-11
Advanced Modeling is a fantastic book, and pretty easy to follow with relatively few coding errors. There are some books out there that have errors in the code that they use, which makes it difficult or someone to learn the techniques. Even for those without a solid background in VBA, this book can benefit you to start learning how to code properly. Anyone who is relatively proficient with Excel can definitely gain a new trick or two from reading this book. All you really need to start using this book is a basic understanding of finance concepts (e.g. portolio theory, capital budgeting, binomial options pricing, Black-Scholes, etc.). The techniques that are taught are also useful in other modeling exercises, and not necessarily just for finance-related topics.
A Cookbook for Financial Modellers.......2005-10-19
Yes, the book won't teach you CAPM, Black-Scholes, or much financial theory. But there is NO shortage of those books. There is a shortage of books with real-world Excel solutions to applying financial theory to data. I've had this book for a couple of years and have probably only used 10% of it, only because I don't have time, real business need, to do the rest. I sometimes take it to bed to read and dream of having the time to try out some of their other models. That's the only thing I can add to the other reviews here, the amount of love and passion for the subject put into this book. There's not one extra padded word or graphic in this book. Yes, if there was one book I'd have to take to a desert island with Excel and some financial data this would be it.
Not really satisfying.......2004-06-05
One of the main points of programming books is to help the reader understand the models being programmed. On this count, "Advanced modelling in finance using Excel and VBA" fails miserably. There is very little explanation of the financial concepts and models. Anyone hoping to learn finance from this book will be very disappointed.
The result is a series of programming black boxes and ugly spreadsheets having only limited usefulness.
Although the level of his book is somewhat lower, Benninga's "Financial Modeling" book is much better at explaining the conceptual basis of financial models. A good programmer will be better off with Benninga than with Jackson-Staunton.
Advanced modelling in finance using Excel and VBA.......2004-03-15
This is probably the best book written on financial modeling in excel, definitely worth the $50. Comes with a great CD-ROM. The books strength is its illustration of financial models and implantation in Excel. Since the models focus on static solutions the book is probably of greater use in academics than in industry. It would be great if there was instruction about how to input real time data into Excel and implement the models dynamically. Of particular interest to me is the great VBA code given on the CD, namely the code to calculate autocorrelation, cubic spines, eigenvalues and eigenvectors. This alone was worth the 50 bucks.
There are some major deficiencies in this book. Noticeably absent topics include: bond portfolio immunization; swap pricing; forwards and futures hedging; the ARCH, GARCH and CHARMA models.
My background is in finance, mathematics and computer science. Unlike the guy above, I don't see any need for advanced mathematics in order to study this book. In fact I am sure you don't. The point is to make excel do it for you. However it will a lot easier for those who understand the finance and mathematics behind what they are telling excel to do. I am assuming that those who are considering this book most likely have taken at least one college level calculus course and one statistics course. But I don't think even that is necessary and definitely not stochastic calculus.
Highly Recommended.......2003-03-06
VBA is one of those tools I long knew I should be proficient in but never got around to learning. That is, not until I found this book. It makes it easy for a financial professional to quickly come up to speed and start coding VBA within spreadsheets. The fact that the focus is on financial applications means that you learn coding techniques that will be useful on the job. I highly recommend the book!
Book Description
Finance is one of the fastest growing areas in the modern banking and corporate world. This, together with the sophistication of modern financial products, provides a rapidly growing impetus for new mathematical models and modern mathematical methods. Indeed, the area is an expanding source for novel and relevant "real-world" mathematics. In this book, the authors describe the modeling of financial derivative products from an applied mathematician's viewpoint, from modeling to analysis to elementary computation. The authors present a unified approach to modeling derivative products as partial differential equations, using numerical solutions where appropriate. The authors assume some mathematical background, but provide clear explanations for material beyond elementary calculus, probability, and algebra. This volume will become the standard introduction for advanced undergraduate students to this exciting new field.
Customer Reviews:
Good Buy.......2007-08-29
maps one to one with many chapters in Hull. more elaborate derivations than Hull. Fixed income area treatment is very slim though. Good Buy for the Price.
Okay but not an introduction.......2006-07-31
If you want an introduction, read another book like Hull. If you want to learn how to apply Partial Differential Equations (PDEs) approach to finance then it is a useful book. However, it is better to read an elementary PDEs book before reading this book. At least, learn how to solve parabolic PDEs analytically because the technical notes in the book would not help much.
Introduction to partial differential equations in finance.......2005-10-13
This book treats only the partial differential equations
in Finance and how to treat them using Finite Differences
and Tree. For this purpose it is very well written and
understandable. A very good beginning for student. Even
undergraduate.
Now after reading it you should understand the martingales reading the baxter and how to implement Monte Carlo using, for example Glasserman (see my reviews)
A good introduction to the PDE approach.......2005-10-10
Contrary to what many readers believe, this book explains the pricing of derivatives much better than Hull. Hull gives an overview of the mechanics and properties of the derivative pricing industry, along with its pricing methodologies, and this book provides an in depth method to one of the pricing methods.
Financial derivatives can be priced by a wide range of methodologies, among some the elegant equivalent martingale measure approach (or risk-neutral pricing), replication, multinomial tree approximation, Monte Carlo simulation, partial differential equations etc etc.
This book gives an excellent introduction, and an insight to the PDE approach. Although being a big fan of the Girsanov-change-of-measure method myself, these analytical methods often fail in the valuation of highly complex derivatives like the exotics. Pricing americans prove to be hard and inefficient too, even with simulation and the risk-neutral approach.
This is where PDE methods come in. Since most derivatives (or term structures) have a PDE describing its evolution, solving the PDE seems to be a good (or sometimes the best) way, no matter how complex the derivative can get. PDEs on the other hand, have very robust and easy methods for solving. Therefore, this book brings the reader through basic PDE solving methods, analytical solutions, techniques for fast and efficient numerical approximations as well as rigorous technical explanations for some of the mathematics of partial differential equations (which arise in the financial industry).
The authors are famous for their research in the field of Industrial and Applied Mathematics, and this book continues to be a classic for undergraduates in mathematics in Oxford. If you want to have an overview of the pde approach to option valuation, without the hassle of learning up Radon-Nikodým and martingales, I highly recommend this book!
waste of time.......2005-03-10
This book is very bad, lacks almost everything you can think of, but if you don't know any better you probably won't care. It certainly needs to be supplemented by a respectable book if you want to learn derivatives (c.f. Hull's textbook, for example), and on the other hand, the math isn't rigorous at all, so you'll need a book on stochastic calculus (e.g. Michael Steele's, actually there are tons of better books out there, it's not hard to find better).
Book Description
In the 2nd edition some sections of Part I are omitted for better readability, and a brand new chapter is devoted to volatility risk. As a consequence, hedging of plain-vanilla options and valuation of exotic options are no longer limited to the Black-Scholes framework with constant volatility.
The theme of stochastic volatility also reappears systematically in the second part of the book, which has been revised fundamentally, presenting much more detailed analyses of the various interest-rate models available: the authors' perspective throughout is that the choice of a model should be based on the reality of how a particular sector of the financial market functions, never neglecting to examine liquid primary and derivative assets and identifying the sources of trading risk associated. This long-awaited new edition of an outstandingly successful, well-established book, concentrating on the most pertinent and widely accepted modelling approaches, provides the reader with a text focused on practical rather than theoretical aspects of financial modelling.
Customer Reviews:
Excellent introductory book to financial math.......2006-11-03
This book takes you through the math of finance step-by-step, passing through very simple examples first and then slowly adding complexity to the models studied. It is written very clearly and the prerequisites to reading this book are only some basic notions of probabilities (sigma-fields, probability measures).
Sometimes, the problem with math books is that they are "dry" and contain only a succession of theorems and proofs. In this one, the authors make a point of explaining in detail how different theorems and models relate to each other, and make extensive comparisons between them so that you get a better feel for how they work in practice.
The book is primarily a math book and can be light on market specifics. Do not buy this book as a practical "howto" in derivatives trading.
At the Forefront of Modern Mathematical Finance.......2005-05-23
This advanced text provides an excellent account of the current state-of-the art of options pricing/hedging models and interest rate term structure models. The book is accessible to both advanced practitioners of mathematical finance as well as to pure researchers in the field.
The book is in written in a mathematical style and contains rigorous proofs of many results. However, the main focus of the text is to describe the frontier of knowledge in the subject. Each section contains copious references to the literature and is so current that several references are to working papers. Many sections detail open problems and other areas suitable for scholarly research.
In their second edition, the authors provide an extremely useful critique of each modeling paradigm that they investigate. They also provide evidence for their position in the form of literature references which instruct the reader as to the shortcomings/limitations of a particular model. This information should prove quite valuable to model practitioners and implementers.
The authors assume an advanced background from the field of stochastic analysis, although they do provide an appendix which summarizes key results needed from the field. For the stochastic calculus prerequisites, I recommend Rogers & Williams "Diffusions, Markov Processes and Martingales" volumes I and II. Suitable prerequisites are also covered by Karatzas and Shreve in "Brownian Motion and Stochastic Calculus" 2nd edition. A good foundation in arbitrage pricing theory is also needed. I recommend the nice treatment by Bjork in "Arbitrage Theory in Continuous Time" 2nd edition.
The book is divided into two parts. The first part deals with options pricing in equity markets. Chapter 1 sets premlinaries required for the arbitrage theoretic framework, while Chapter 2 has a very nice treatment of discrete time models and finite financial markets.
In Chapter 3, the authors develop the Black-Scholes model along with the Bachelier model using arbitrage techniques. The models are compared and used as benchmark continuous time models and form the basis for all subsequent analysis.
Chapter 4 provides a nice survey of techniques used to price/hedge options in foreign equity and currency markets. The authors assume familarity of the basic workings of foriegn markets.
Chapter 5 is a terrific chapter on valuing American-style options. The American call option is thoroughly studied and approximation techniques for the American put option are introduced. The explicit derivations of the formulas are referenced to the literature.
Chapter 6 provides an introduction to exotic options, although the authors vary their use of the term 'exotic' to meaning 'not a standard European-style or American-style' in this chapter to meaning 'no readily available liquid market' in Chapter 7. The descriptions are quite accessible and the basic properties of the options are described along with pricing formulas (assuming the Black-Scholes framework).
Chapter 7 provides as complete an accounting as I have ever seen of the generalizations of the Black-Scholes model and motivates this from the point of view of volatility surfaces. Many of the well-known models are studied in detail, such as CEV, local volatility, and mixture models. The strengths and weaknesses of each model are analyzed. The stochastic volatility models of Wiggins (via Orenstien-Uhlenbeck processes), Hull-White, and Heston are studied, as is the SABR model. The chapter wraps up with a study of the SIV models, describes how the stochastic volatility models can be obtained via limits of GARCH models and surveys Jump-diffusion processes and Levy processes.
The second part of the book is concerned with term structure models and interest rate derivatives. The authors are quite well-know for their many contributions to this study and their treatment is authoritative.
Martingales & Finance.......2003-04-12
I have used this book for two courses in my MSc degree in Financial Maths...well this book is hard to understand at first glance, but, once you are introduced with a good course on stochastic analysis and applied probability, this is an illuminating book...I particularly enjoyed the part on foreing equity derivatives and exotic derivatives.....Harmed with patience this is definitely the book by which you can effectively gain a sound a knowledge on modern mathematical finance theory....reading in conjunction with Bingham-Kiesel book, could help understanding the foundation of the subject.
yes, but ..........2000-03-17
I've been using this book on and off over the last year. At first I was very impressed with the level of detail in the mathematics, especially as it was the only book at the time focussing on risk-neutral methods and covering BGM. But I've become increasing disillusioned with it of late. It's difficult to explain, but although the whole book is written in traditional theorem-proof style, there are no real proofs! (I have a PhD in math and have done research for 10 years so I should know a little about proofs.) The only "proofs" provided are basically symbol shifting, but the heart of the math is strangely absent. This is especially strange given the Springer series in which it appears.
In short, if you want a catalogue of methods this book does the job, but if you want a deeper understanding try Lars Nielsens book.
excellent book for post-John-Hull readers.......1999-08-17
This book covers essentially everything needed for a serious financial math study. It captures the spirit of modern financial math. For people with math, physics or engineering background, when you feel comfortable woth John Hull's books, then this book is right one, and a must one.
Book Description
Praise for
Financial Modeling with Crystal Ball(r) and Excel(r)
"Professor Charnes's book drives clarity into applied Monte Carlo analysis using examples and tools relevant to real-world finance. The book will prove useful for analysts of all levels and as a supplement to academic courses in multiple disciplines."
-Mark Odermann, Senior Financial Analyst, Microsoft
"Think you really know financial modeling? This is a must-have for power Excel users. Professor Charnes shows how to make more realistic models that result in fewer surprises. Every analyst needs this credibility booster."
-James Franklin, CEO, Decisioneering, Inc.
"This book packs a first-year MBA's worth of financial and business modeling education into a few dozen easy-to-understand examples. Crystal Ball software does the housekeeping, so readers can concentrate on the business decision. A careful reader who works the examples on a computer will master the best general-purpose technology available for working with uncertainty."
-Aaron Brown, Executive Director, Morgan Stanley, author of The Poker Face of Wall Street
"Using Crystal Ball and Excel, John Charnes takes you step by step, demonstrating a conceptual framework that turns static Excel data and financial models into true risk models. I am astonished by the clarity of the text and the hands-on, step-by-step examples using Crystal Ball and Excel; Professor Charnes is a masterful teacher, and this is an absolute gem of a book for the new generation of analyst."
-Brian Watt, Chief Operating Officer, GECC, Inc.
"Financial Modeling with Crystal Ball and Excel is a comprehensive, well-written guide to one of the most useful analysis tools available to professional risk managers and quantitative analysts. This is a must-have book for anyone using Crystal Ball, and anyone wanting an overview of basic risk management concepts."
-Paul Dietz, Manager, Quantitative Analysis, Westar Energy
"John Charnes presents an insightful exploration of techniques for analysis and understanding of risk and uncertainty in business cases. By application of real options theory and Monte Carlo simulation to planning, doors are opened to analysis of what used to be impossible, such as modeling the value today of future project choices."
-Bruce Wallace, Nortel
Customer Reviews:
goes beyond deterministic assumptions.......2007-06-24
The book is all about simulations. In financial modelling, as opposed to engineering or science. Readers from the latter 2 fields who have coded simulations will find much in common. The specific equations in the text for finance are largely different from what you've met before. But the basic treatment is essentially the same.
Typically, the text will describe some financial equation. The Crystal Ball program lets you easily generate random data as input to simulations, which it then runs.
Despite Excel in the book's title, the book is mostly about using Crystal Ball. Charnes shows how you can go well beyond a simple deterministic treatment of an income statement or balance sheet. Typically, most companies just use the deterministic approach. The danger is that this approach relies on certain assumptions. Using Crystal Ball and the book, you can test the effect of relaxing these assumptions on the balance sheet. A more robust approach to financial planning.
Financial Modeling with Crystal Ball and Excel.......2007-05-13
Acho que faltou um pouco mais de detalhes nos tópicos, porém o livro apresenta excelente modelos técnicos.
Average customer rating:
- Good explained yield curve fitting
- Could have been very good. A new edition could earn 5 stars.
- A real must !
- A must-have encyclopedia on term structure modeling
- Extraordinary
|
Interest Rate Modelling: Financial Engineering
Jessica James , and
Nick Webber
Manufacturer: Wiley
ProductGroup: Book
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Similar Items:
-
Interest Rate Models - Theory and Practice: With Smile, Inflation and Credit (Springer Finance)
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Monte Carlo Methods in Financial Engineering (Stochastic Modelling and Applied Probability)
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Interest Rate Models: An Introduction
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Modern Pricing of Interest-Rate Derivatives: The LIBOR Market Model and Beyond
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Stochastic Calculus for Finance II: Continuous-Time Models (Springer Finance)
ASIN: 0471975230 |
Book Description
This book provides a comprehensive resource on all the main aspects of valuing and hedging interest rate products. A series of introductory chapters reviews the theoretical background, pointing out the problems in using naïve valuation and implementation techniques. There follows a full analysis of interest rate models including major categories, such as affine, HJM and market models, and in addition, lesser well known types that include Consol, random field and jump-augmented models. Implementation methods are discussed in depth including the latest developments in the use of finite difference, lattice and Monte Carlo methods and their particular application to the valuation of interest rate derivatives. Containing previously unpublished material.
Interest Rate Modelling is a key reference work both for practitioners developing and implementing models for real and for academics teaching and researching in the field.
Interest Rate Modelling is an encyclopedic treatment of interest rates and their related financial derivatives. It combines advanced theory with extensive and down-to-earth data analysis in a way which is truly unique. For practitioners, students and scholars in the field, this impressive wok will be the standard reference for years to come.", Professor Tomas Bjork, , Stockholm School of Economics#
"...an excellent book. I am particularly pleased by its breadth and range of topics...the reader is provided with an informative and readable exposition.", Dr Farshid Jamshidian, , NetAnalytic#
"I particularly like the strong emphasis on the practicalities and calibration of interest rate models. This book will be invaluable as a comprehensive reference to students, researchers, and practitioners.", Professor Francis Longstaff, , The Anderson School at UCLA#"
This is a carefully written, scholarly but fascinating presentation of the field of Interest Rate Modelling. It combines the best of two worlds: the rigour expected from finance in acamedia with the relevance expected from finance in practice. James and Webber are truly masters of their market since this book is surely a must-buy for both researchers and practitioners. If only all finance books were written with this care and attention to detail.", Dr Neil Johnson, , Clarendon Laboratory, Oxford#
"Today, interest rates are key economic instruments. This is a mammoth treatise and must surely rank as one of the most comprehensive available on the topic. Anyone interested in modelling or simulating the behaviour of interest rates, be they practitioner, economist, mathematician or new entrant to the subject, will find within a wealth of pertinent material.", Professor Peter Richmond, , Trinity College Dublin#
Customer Reviews:
Good explained yield curve fitting.......2005-08-15
List different way of yield curve fitting method, and good explain why B-spline
is good. Also term structure on general manifold is interesting, although a review don't
think it's useful.
Could have been very good. A new edition could earn 5 stars........2005-03-01
While very ambitious and containing some very good material, I think there are too many errors, typos, and gaps in this book. For example, the derivation of equation (3.20) on page 43, a not insignificant result on swap rates, is embarrasingly wrong. They make 2 fundamental errors in equations (3.15) and (3.16) and appear fortunate to arrive at (3.20) which is correct. These errors are not mere typos. Their examples related to the concept of a filtration on top of page 58 appear to be wrong. Elsewhere in the book notation is often used inconsistently and without adequate definition. There are also gaps. For example, when discussing volatility structures in Section 16.1, they use equation (16.6) (which is correct) in a number of examples, but I could not find where they actually derived that equation. (It should have been in the HJM chapter) but was not there.
I like the fact that they wanted to include a chapter on term structures from the macro-economic perspective. Unfortunately this chapter is difficult to read, provides no macroeconomic intuition and again appears to omit too many details. For example, the description of the IS-LM-Phillips model is inadequate and either should be expanded or dropped from future editions. Likewise, the description of the Sommer model is inadequate. Equation (11.3) in the statement of Sommer's Theorem would appears to be wrong at first sight. The left-hand-side of that equation is known by time t, but the right-hand-side would appear to be UNknown by time t. This apparnet contradiction can be explained but the authors never comment on such matters, often making the material more difficult to follow.
Chapter 17 on GMM and MLE methods is quite nice but again, not everything is adequately explained. The examples of Section 17.2.5, for example, seem to assume that certain variables are observable in the market place (e.g. volatility, v_t in equation 17.38) but this seems inapproriate as v_t would generally be unobservable. Indeed this is stated in Chapter 18. Again, however, James and Webber provide no clarification whatsoever of this issue, leaving the reader to wonder what exactly was done.
Some sections are also poorly motivated. For example, Section 16.4, "Processes on Manifolds", in the chapter on Principal Components Analysis is not motivated properly. While the material is quite straightforward to read (though they should define terms like diffeomorphism if they want to use them in a financial engineering text), it is not clear why you need to bring in the language of manifolds and tangency spaces etc. After all, where is this material used in the example of Section 16.4.5? It seems to me that the examples of Section 16.4 are interesting and do lead to new types of term structure models, but that this material could be presented without the jargon of manifolds. Again, I may be wrong but then I would blame the authors for not writing clearly.
A final criticism is that it seems on occasion that the authors are writing about material that they are not particularly familiar with, all for the sake of being encyclopedic. This thought crossed my mind when reading the chapter on Monte Carlo simulation. For example, with reference to equations (13.11)-(13.13) it would have taken very little to point out that Jensen's Inequality implies that some estimated security prices will be biased. Indeed the authors hint at this in the final paragraph on page 350 but do not make the point.
There are many other examples of these errors / typos / gaps in the book. And as far as I know there is no list of errata available.
I will not mention the many good things in this book as other reviewers have already done so. However, I think their praise has been excessive and feel that 3 stars is appropriate.
A real must !.......2001-12-30
As a math grad student who is interested in the term structure modelling, I found that this book is really useful! It just tells you everything about interest rate modelling,not just for the no-arbitrage modelling issue, they even have a chapter about the macroeconomic foundation for interest rate fluctuation! The math used in this book is very concise without too much measure theory twaddle,Everyone who works in this field should have a copy. It's a real must!
A must-have encyclopedia on term structure modeling.......2001-05-26
I have spent a number of years in building & implementing models for interest-rate-dependent claims, but should admit: I learned more from this book. I view it as an encyclopedia on the subject, in which the authors (never heard their names before - what a shame!) have done an excellent job on reviewing hundreds of publications. The theory of term structure modeling has been grown to a separate subject - thanks to Hull and White, Jamshidian, HJM, BGM, Hughston - among main contributors. You can find all methods in one place and in a very accesible form. For example, HJM is described better and simpler than in the author's original paper. Most models are reviewed with practical implementation in mind.
It is not a "first book" on "introduction" on the subject; it is rather a good desk reference for prepared professionals.
Extraordinary.......2001-03-17
There are plenty of books on fixed income mathematics. This one is extraordinary. It is simultaneously practical, theoretically sophisticated and a pleasure to read. The treatment of term-structure models, including HJM, is the most accessible I have seen anywhere. There is a lot of information on yield curve building. This includes both bootstrapping and more recent research in parameterised curves. There are plenty of topics that other books might label "beyond the scope of ...", but James and Webber jump right in, with meaty discussions of the Kalman filter, lattice methods of valuation and GARCH models. Despite all the theory, the authors are always in touch with practical details. They take into account stub dates, and are precise about day counts. These are obviously practitioners!
Book Description
WINNER of a Riskbook.com Best of 2004 Book Award! During the last decade, financial models based on jump processes have acquired increasing popularity in risk management and option pricing. Much has been published on the subject, but the technical nature of most papers makes them difficult for nonspecialists to understand, and the mathematical tools required for applications can be intimidating. Potential users often get the impression that jump and Lévy processes are beyond their reach. Financial Modelling with Jump Processes shows that this is not so. It provides a self-contained overview of the theoretical, numerical, and empirical aspects involved in using jump processes in financial modelling, and it does so in terms within the grasp of nonspecialists. The introduction of new mathematical tools is motivated by their use in the modelling process, and precise mathematical statements of results are accompanied by intuitive explanations. Topics covered in this book include: jump-diffusion models, Lévy processes, stochastic calculus for jump processes, pricing and hedging in incomplete markets, implied volatility smiles, time-inhomogeneous jump processes and stochastic volatility models with jumps. The authors illustrate the mathematical concepts with many numerical and empirical examples and provide the details of numerical implementation of pricing and calibration algorithms. This book demonstrates that the concepts and tools necessary for understanding and implementing models with jumps can be more intuitive that those involved in the Black Scholes and diffusion models. If you have even a basic familiarity with quantitative methods in finance, Financial Modelling with Jump Processes will give you a valuable new set of tools for modelling market fluctuations.
Customer Reviews:
NOT Too much focus on the mathematics.......2006-03-07
There is JUST the right amount of mathematics! Around every mathematical expression, there is a long discussion to explain what's going on. This is the best book there is on applications of Levy processes to finance, no question about it ...
A wonderful book on Levy process.......2006-01-05
The authors not only understand the math, but also integrate the math with financial economics well. I think Levy process is the way to go in the next decade. For example, fundamentally speaking, Brownian motion cannot explain the equity premium puzzle, hence people resort to other factors, such as incomplete market, behaviors, prospect theory, etc. However, behavioral explanations cannot stand in the long run. Prospect theory may reveal what a "normal" person usually do, but once it is revealed, a normal person can get "smarter" and overcome his/her impetus in making suboptimal decisions. Then behavioral andirrational explanation will fail (eventually). One thing I found from my own research is that the Levy process may be an important yet often ignored factor that can explain unexplained issues in finance, hence we do not have to reply on shaky behavioral and irrational arguments. One last point, behavioral can be either rational (good, correct and acceptable) or irrational (bad and should be got rid of. This would be the long long journey for a person who has deep beliefs in science).
Impressive book with a hiccup.......2004-10-15
A book dealing comprehensively with discontinuous asset prices has long been overdue. This is a first attempt to fill the gap in a manner both rigorous and accessible. The reason why it has taken so long for a book of this kind to appear is that price jumps give rise to a host of issues that are simply not present in continuous models such as Black-Scholes. The authors tackle most of them admirably. The book also contains valuable comprehensive bibliography.
Every pioneer can make a mistake. The authors do not shy away from very complicated questions, such as (locally) optimal hedging in the presence of jumps. I'm afraid they haven't done their homework properly in this case. They claim on page 339 "the minimal martingale measure preserves orthogonality", which happens to be true for continuous price processes but it is false in most models with jumps. Pages 340 and 341 go on to compute the locally risk minimizing hedging coefficients based on the false premise. I hope this can be fixed in the next edition.
Too much focus on the mathematics.......2004-02-08
I miss the step to practice and would like to see these mathematical formulas work. For me it contained too much (unuseful) mathematics and proofs. Good maybe for mathematicians, but for banking people on the edge of being unreadable. It is very time consuming to browse more then 500 pages and then still to have to work out all details to implement things. Also the stochastic volatily models are too briefly covered.
Book Description
Risk Analysis A Quantitative Guide Risk and uncertainty are key features of most business and government problems and need to be understood for rational decisions to be made. This book concerns itself with the quantification of risk, the modelling of identified risks and how to make decisions from those models. Following on from the success of the previous edition of this clearly written and highly regarded book, this edition is extensively revised and updated and will provide an invaluable practical guide for beginners and experienced practitioners alike. Quantitative risk analysis (QRA) using Monte Carlo simulation offers a powerful and precise method for dealing with the uncertainty and variability of a problem. By providing the building blocks the author guides the reader through the necessary steps to produce an accurate risk analysis model and offers general and specific techniques to cope with most modelling problems. A wide range of solved problems is used to illustrate these techniques and how they can be used together to solve otherwise complex problems. Reviews of the first edition "It identifies the various facets of risk analysis and provides a valuable reference to the concepts and techniques employed." Project, 1997 "It clearly explains many essential aspects of quantitative risk analysis . provides valuable techniques and sound professional advice." Journal of Behavioral Decision Making, Vol. 12, 1999 "The book offers a powerful method for dealing with risk and uncertainty." Zentralblatt für Mathematik, Band 908, 1999
Customer Reviews:
Risk Analysis.......2006-05-24
A very good book, but a bit too much mathematical detail in deriving formulas for probability distributions; could use better descriptions of when to use each probability distribution.
Best Book for Quantitative Risk Analysis.......2004-04-25
I believe that this book is the best of many Risk Analysis books. The book's structure, starting from fundamental topics and guiding to advanced topics, is excellent. So, I translated this book into Japanese! You will make the best use of the book with Excel add-in Monte Carlo simulation software like @Risk and Crystal ball that you can get its trial version from the vendor's site(free!). But, the value of this book is not decreased with its sophistitated notation even if you don't have such software. You can enjoy the logic of Quantitative Risk Analysis. Now, the author is preparing his original software. I hope it will be as valuable as this book.
1st edition more useful to a practitioner than the 2nd.......2003-10-18
Unlike in the first edition, the author seems to have tried his best to eliminate any reference to any simulation software in the second edition. Result: it now reads like any academic simulation text, only less. The first edition wasn't broke. Why fix it? Bring back the classic Vose!
Rigouros, clear and practical.......2003-04-20
This book gives a deep insight into the state of the art and recent developments of quantitative risk analysis using simulation methods. Describes topics such as second order risk analysis I never heard about before. I used the knowledge drawn from this book to write some technical papers (published on peer-reviewed journals and seminars proceedings). Specialized software, such as @-risk and crystal ball is not strictly needed to carry out the risk-analysis systems suggested by the author (but pretty advanced skills with excel or use of math softwares are required). The specific subject of the book is risk modelling by Monte Carlo Simulation and Bayesan analysis; it does not deal with fuzzy models or other uncertainty-propagation methods. I highly reccomend this book to anyone interested into the specific subject.
Risk Analysis: A Quantitative Guide.......2001-08-25
I purchased this book to learn to write simulation equations in excel but only found it was a manual ( type book ) with good information for a very expensive software I did not have....If you have RISK software, it is a great book to have... I returned my copy w/o scanning the entire book.
Book Description
Fully revised and updated, the second edition of the best-selling The Econometric Modelling of Financial Time Series provides comprehensive coverage of the variety of models currently used in the empirical analysis of financial markets. Covering bond, equity and financial markets, it is essential for scholars and practitioners wishing to acquire an understanding of the latest research techniques and findings in the field, and also graduate students wishing to research in financial markets. It provides many examples to illustrate techniques that are only just emerging in the technical literature.
Download Description
Fully revised and updated, the second edition of the best-selling The Econometric Modelling of Financial Time Series provides comprehensive coverage of the variety of models currently used in the empirical analysis of financial markets. Covering bond, equity and financial markets, it is essential for scholars and practitioners wishing to acquire an understanding of the latest research techniques and findings in the field, and also graduate students wishing to research in financial markets. It provides many examples to illustrate techniques that are only just emerging in the technical literature.
Customer Reviews:
Poorly Written and Unclear.......2001-01-10
Obviously patched together from topics written over a period of time, this book is not cohesive nor understandable. Mills doesn't spend any words developing his topics nor explaning the development. Spend your resources on Hamilton's classic and great definative bible, Time Series Analysis instead.
it's a terrific book for non-linear time series analysis.......2000-04-06
This is a very compact, practical book. It edits in a very readable way. What I like it most is that it contributes to non-linear time series analysis a lot, whereas not too many other time series related books do. The real data in the appendix can be downloaded and played around by the readers. You will really have a great time to read it.
Book Description
Operational risk is emerging as the third leg of an institutional risk strategy for financial institutions. Now recognized as a potential source of financial waste, operational risk has become the subject of surveys, analysis, and the search for a comprehenvise set of definitions and a shared framework. Written by a leading expert on operational risk measurement, this important work puts forth a cradle-to-grave hands-on approach that concentrates on measurement of risk in order to provide the needed feedback for managing and mitigating it. Using both theoretical and practical material, he lays out a foundation theory that can be applied and refined for application in the financial sector and beyond which includes a new technique called Delta-EVT(trademark). This technique is a combination of two existing methods which provides for the complete measurement of operational risk loss. The book contains comprehensive step-by-step descriptions based on real-world examples, formulas and procedures for calculating many common risk measures and building causal models using Bayesian networks, and background for understanding the history and motivation for addressing operational risk.
Customer Reviews:
Waste of money. Already put mine on sale........2002-02-17
This is a very bad book. I wish I could have seen it before I bought it. I agree with the two reviewers that stated that this book is repetitive. I have already put mine on sale. At least I could use the money to buy a good operational risk book.
Good first book to read if you want to understand the basics.......2002-02-11
This book describes key ideas of operational risk, and provides valuable insight on how to deal with it. Particularly useful is Delta-EVT, the author's methodology for measuring operational risk that separates the risk into two parts - the expected operating loss due to `normal' operations, and the unexpected loss resulting from breakdowns in control [King 2001]. As well, this is one of the first comprehensive books on operational risk and the author has provided a nice balance of background and reference information along with the key ideas that with a bit of effort any level of practitioner can understand and apply.
Disappointing: Repeating the same idea all along.......2002-01-25
This book could be half of its actual size. The author states his ideas in the first part and then just repeat them all along in the second part. For example, there are two chapters on extreme value theory, one in the first part and the other on the second part both telling basically the same story (and both very simplistic by the way). Perhaps he thinks that by repeating the ideas the reader would catch his message. The part of the book that it is not pure repetition waste space with the "most famous operational losses" with no further analysis but just stating them. There is also no indication on the author's bio whether he has any real-life experience in operational risk to write a book on the subject. Hence, his ideas to measure and model OR might just not work at all. The industry is still waiting for a good book in operational risk.
A Must-Have Book for Operational Risk.......2001-12-29
I couldn't recommend a better, more well written book on the subject of operational risk. It cuts right to the heart of exactly what is needed in the business world today - more responsible risk management that improves the bottom line as well. Tasked with the operational risk management responsibility in our organization, it seems clear to me that Dr. King's book is the definitive source for both practitioners like myself and academics (my former role). His ideas are thought provoking, provide a sound knowledge base, and build on our lessons learned from credit and market risk management. In the early days, too much precious time and resources were wasted on risk management activities that scratched only the surface. On behalf of myself and other risk management professionals, thank you Dr. King for your contribution of a sound framework for risk management measurement and modelling. I can assure you that we greatly look forward to your next book.
Disappointed.......2001-08-24
Actually I was quite disappointed. I did not expected it to be very quantitative but I think he is repeating himself all along. I'd rather have an idea explained once and clearly than 3 times, because at the 3 rd time I get bored and then I may miss something interesting. May be though he could not sell his book at such a price if it were shorter. Moreover, his approach to quant is more of a cooking receipe. I dont see the point of having a book with calculus without justification. Or you want it to be read by non quant and you don't put cooking receipe but only few numbers, or you want it to be more quanti and you don't put receipe but explanations. Anyway...it is a try on a non easy subject.
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