Wiley Finance : Derivatives Demystified : a Step-By-Step Guide
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The Turtle Becomes the Hare the Implications of Artificial Short-Termism for Climate Finance
THE TURTLE BECOMES THE HARE THE IMPLICATIONS OF ARTIFICIAL SHORT-TERMISM FOR CLIMATE FINANCE DISCUSSION PAPER – OCTOBER 2014 1. INTRODUCTION 2°INVESTING INITIATIVE A growing narra@ve arounD short-termism. A The 2° Inves@ng Ini@ave [2°ii] is a growing chorus of voices have argued that the mul-stakeholder think tank finance sector suffers from ‘short-termism’ – working to align the financial sector focusing on short-term risks and benefits at the with 2°C climate goals. Our research expense of long-term risk-return op@mizaon. and advocacy work seeks to: While the academic literature behind this narrave • Align investment processes of financial instuons with 2°C has enjoyed a renaissance since the 1990s, the climate scenarios; global financial crisis and its aermath triggered a • Develop the metrics and tools to new focus on the issue, by academics, measure the climate performance of policymakers, and financial ins@tu@ons themselves. financial ins@tu@ons; • Mobilize regulatory and policy Impact of short-termism. The new focus has placed incen@ves to shiJ capital to energy par@cular emphasis on short-termism as a cause of transi@on financing. the global financial crisis. In this role, short-termism is seen to have taken long-term (or even medium- The associaon was founded in term) risks off the radar screen. Short-termism is 2012 in Paris and has projects in Europe, China and the US. Our work also blamed for models that extrapolated beyond is global, both in terms of geography short-term factors and were built with limited and engaging key actors. -
Schedule of Product and Service Risk Disclosures Is for Use by 1
Schedule of Product and Service Risk PART II: : PRODUCTS AND INVESTMENTS Disclosures Set out below is an outline of the major categories of risk that may be PART I: INTRODUCTION associated with certain generic types of Financial Instruments, which should be read in conjunction with Parts III and IV. This Schedule of Product and Service Risk Disclosures is for use by 1. SHARES AND OTHER TYPES OF EQUITY INSTRUMENTS professional clients of the following J.P. Morgan companies only and must not be relied on by anyone else. The companies are: J.P. Morgan Europe Limited, 1.1 General JPMorgan Chase Bank, National Association, J.P. Morgan Limited, J.P. Morgan Securities plc (“JPMS plc”), J.P. Morgan Markets Limited, A risk with an equity investment is that the company must both grow in value J.P. Morgan AG and J.P. Morgan Dublin plc, these companies being referred and, if it elects to pay dividends to its shareholders, make adequate dividend to collectively or, as the context may require, individually, as “J.P. Morgan” payments, or the share price may fall. If the share price falls, the company, if and to any “Affiliate” of J.P. Morgan being direct or indirect subsidiaries of listed or traded on-exchange, may then find it difficult to raise further capital to J.P. Morgan and the direct or indirect subsidiaries of J.P. Morgan’s direct or finance the business, and the company’s performance may deteriorate vis a indirect holding companies from time to time, any entity directly or indirectly vis its competitors, leading to further reductions in the share price. -
Is the International Role of the Dollar Changing?
Is the International Role of the Dollar Changing? Linda S. Goldberg Recently the U.S. dollar’s preeminence as an international currency has been questioned. The emergence of the euro, changes www.newyorkfed.org/research/current_issues ✦ in the dollar’s value, and the fi nancial market crisis have, in the view of many commentators, posed a signifi cant challenge to the currency’s long-standing position in world markets. However, a study of the dollar across critical areas of international trade January 2010 ✦ and fi nance suggests that the dollar has retained its standing in key roles. While changes in the global status of the dollar are possible, factors such as inertia in currency use, the large size and relative stability of the U.S. economy, and the dollar pricing of oil and other commodities will help perpetuate the dollar’s role as the dominant medium for international transactions. Volume 16, Number 1 Volume y many measures, the U.S. dollar is the most important currency in the world. IN ECONOMICS AND FINANCE It plays a central role in international trade and fi nance as both a store of value Band a medium of exchange. Many countries have adopted an exchange rate regime that anchors the value of their home currency to that of the dollar. Dollar holdings fi gure prominently in offi cial foreign exchange (FX) reserves—the foreign currency deposits and bonds maintained by monetary authorities and governments. And in international trade, the dollar is widely used for invoicing and settling import and export transactions around the world. -
Sales Representatives Manual 2020
Sales Representatives Manual Volume 4 2020 Volume 4 Table of Contents Chapter 1 Overview of Derivatives Transactions ………… 1 Chapter 2 Products of Derivatives Transactions ……………99 Derivatives Transactions and Chapter 3 Articles of Association and ……………… 165 Various Rules of the Association Exercise (Class-1 Examination) ……………………………………… 173 Chapter 1 Overview of Derivatives Transactions Introduction ∙∙∙∙∙∙∙∙ 3 Section 1. Fundamentals of Derivatives Transactions ∙∙∙∙∙∙∙∙ 10 1.1 What Are Derivatives Transactions? ∙∙∙∙∙∙∙∙ 10 Section 2. Futures Transactions ∙∙∙∙∙∙∙∙ 10 2.1 What Are Futures Transactions? ∙∙∙∙∙∙∙∙ 10 2.2 Futures Price Formation ∙∙∙∙∙∙∙∙ 14 2.3 How to Use Futures Transactions ∙∙∙∙∙∙∙∙ 17 Section 3. Forward Transactions ∙∙∙∙∙∙∙∙ 24 3.1 What Are Forward Transactions? ∙∙∙∙∙∙∙∙ 24 Section 4. Option Transactions ∙∙∙∙∙∙∙∙ 25 4.1 What Are Options Transactions? ∙∙∙∙∙∙∙∙ 25 4.2 Options’ Price Formation ∙∙∙∙∙∙∙∙ 32 4.3 Characteristics of Options Premiums ∙∙∙∙∙∙∙∙ 36 4.4 Sensitivity of Premiums to the Respective Factors ∙∙∙∙∙∙∙∙ 38 4.5 How to Use Options ∙∙∙∙∙∙∙∙ 46 4.6 Option Pricing Theory ∙∙∙∙∙∙∙∙ 57 Section 5. Swap Transactions ∙∙∙∙∙∙∙∙ 63 5.1 What Are Swap Transactions? ∙∙∙∙∙∙∙∙ 63 Section 6. Risks in Derivatives Transactions ∙∙∙∙∙∙∙∙ 72 Conclusion ∙∙∙∙∙∙∙∙ 82 Introduction Introduction 1. History of Derivatives Transactions Chapter 1 The term “derivatives” is used for financial instruments that “derive” from financial assets, meaning those that have securities such as shares or bonds as their underlying assets or financial transactions that use a reference indicator such as interest rates or exchange rates. Today the term “derivative” is used widely throughout society and not just on the financial markets. Although there has been criticism that they amplify financial risks and have a harmful impact on the Chapter 2 economy, derivatives are an indispensable requirement in supporting finance in the present age, and have become accepted as the leading edge of financial innovation. -
Real Rainbow Options in Commodity Applications Valuing Multi-Factor Output Options Under Uncertainty
Real Rainbow Options in Commodity Applications Valuing Multi-Factor Output Options under Uncertainty A Thesis submitted to the University of Manchester for the Degree of Doctor of Business Administration in the Faculty of Humanities 2010 Jörg Dockendorf Manchester Business School Contents LIST OF TABLES ....................................................................................................... 4 LIST OF FIGURES ..................................................................................................... 4 ABSTRACT .................................................................................................................. 5 DECLARATION .......................................................................................................... 6 COPYRIGHT STATEMENT ..................................................................................... 7 ACKNOWLEDGEMENTS ......................................................................................... 8 1 INTRODUCTION ................................................................................................ 9 1.1 Research Objectives and Questions ............................................................. 11 1.2 Contributions to Knowledge ........................................................................ 12 1.3 Thesis Overview........................................................................................... 13 2 REVIEW OF RAINBOW OPTIONS AND THE COMMODITY CONTEXT ................................................................................................................. -
The Forward Smile in Stochastic Local Volatility Models
The forward smile in stochastic local volatility models Andrea Mazzon∗ Andrea Pascucciy Abstract We introduce an approximation of forward start options in a multi-factor local-stochastic volatility model. We derive explicit expansion formulas for the so-called forward implied volatility which can be useful to price complex path-dependent options, as cliquets. The expansion involves only polynomials and can be computed without the need for numerical procedures or special functions. Recent results on the exploding behaviour of the forward smile in the Heston model are confirmed and generalized to a wider class of local-stochastic volatility models. We illustrate the effectiveness of the technique through some numerical tests. Keywords: forward implied volatility, cliquet option, local volatility, stochastic volatility, analytical ap- proximation Key messages • approximation for the forward implied volatility • local stochastic volatility models • explosion of the out-of-the-money forward smile 1 Introduction In an arbitrage-free market, we consider the risk-neutral dynamics described by the d-dimensional Markov diffusion dXt = µ(t; Xt)dt + σ(t; Xt)dWt; (1.1) where W is a m-dimensional Brownian motion. The first component X1 represents the log-price of an asset, while the other components of X represent a number of things, e.g., stochastic volatilities, economic indicators or functions of these quantities. We are interested in the forward start payoff + X1 −X1 k e t+τ t − e (1.2) ∗Gran Sasso Science Institute, viale Francesco Crispi 7, 67100 L'Aquila, Italy ([email protected]) yDipartimento di Matematica, Universit`a di Bologna, Piazza di Porta S. -
Dixit-Pindyck and Arrow-Fisher-Hanemann-Henry Option Concepts in a Finance Framework
Dixit-Pindyck and Arrow-Fisher-Hanemann-Henry Option Concepts in a Finance Framework January 12, 2015 Abstract We look at the debate on the equivalence of the Dixit-Pindyck (DP) and Arrow-Fisher- Hanemann-Henry (AFHH) option values. Casting the problem into a financial framework allows to disentangle the discussion without unnecessarily introducing new definitions. Instead, the option values can be easily translated to meaningful terms of financial option pricing. We find that the DP option value can easily be described as time-value of an American plain-vanilla option, while the AFHH option value is an exotic chooser option. Although the option values can be numerically equal, they differ for interesting, i.e. non-trivial investment decisions and benefit-cost analyses. We find that for applied work, compared to the Dixit-Pindyck value, the AFHH concept has only limited use. Keywords: Benefit cost analysis, irreversibility, option, quasi-option value, real option, uncertainty. Abbreviations: i.e.: id est; e.g.: exemplum gratia. 1 Introduction In the recent decades, the real options1 concept gained a large foothold in the strat- egy and investment literature, even more so with Dixit & Pindyck (1994)'s (DP) seminal volume on investment under uncertainty. In environmental economics, the importance of irreversibility has already been known since the contributions of Arrow & Fisher (1974), Henry (1974), and Hanemann (1989) (AFHH) on quasi-options. As Fisher (2000) notes, a unification of the two option concepts would have the benefit of applying the vast results of real option pricing in environmental issues. In his 1The term real option has been coined by Myers (1977). -
The Promise and Peril of Real Options
1 The Promise and Peril of Real Options Aswath Damodaran Stern School of Business 44 West Fourth Street New York, NY 10012 [email protected] 2 Abstract In recent years, practitioners and academics have made the argument that traditional discounted cash flow models do a poor job of capturing the value of the options embedded in many corporate actions. They have noted that these options need to be not only considered explicitly and valued, but also that the value of these options can be substantial. In fact, many investments and acquisitions that would not be justifiable otherwise will be value enhancing, if the options embedded in them are considered. In this paper, we examine the merits of this argument. While it is certainly true that there are options embedded in many actions, we consider the conditions that have to be met for these options to have value. We also develop a series of applied examples, where we attempt to value these options and consider the effect on investment, financing and valuation decisions. 3 In finance, the discounted cash flow model operates as the basic framework for most analysis. In investment analysis, for instance, the conventional view is that the net present value of a project is the measure of the value that it will add to the firm taking it. Thus, investing in a positive (negative) net present value project will increase (decrease) value. In capital structure decisions, a financing mix that minimizes the cost of capital, without impairing operating cash flows, increases firm value and is therefore viewed as the optimal mix. -
The Evaluation of American Compound Option Prices Under Stochastic Volatility and Stochastic Interest Rates
THE EVALUATION OF AMERICAN COMPOUND OPTION PRICES UNDER STOCHASTIC VOLATILITY AND STOCHASTIC INTEREST RATES CARL CHIARELLA♯ AND BODA KANG† Abstract. A compound option (the mother option) gives the holder the right, but not obligation to buy (long) or sell (short) the underlying option (the daughter option). In this paper, we consider the problem of pricing American-type compound options when the underlying dynamics follow Heston’s stochastic volatility and with stochastic interest rate driven by Cox-Ingersoll-Ross (CIR) processes. We use a partial differential equation (PDE) approach to obtain a numerical solution. The problem is formulated as the solution to a two-pass free boundary PDE problem which is solved via a sparse grid approach and is found to be accurate and efficient compared with the results from a benchmark solution based on a least-squares Monte Carlo simulation combined with the PSOR. Keywords: American compound option, stochastic volatility, stochastic interest rates, free boundary problem, sparse grid, combination technique, least squares Monte Carlo. JEL Classification: C61, D11. 1. Introduction The compound option goes back to the seminal paper of Black & Scholes (1973). As well as their famous pricing formulae for vanilla European call and put options, they also considered how to evaluate the equity of a company that has coupon bonds outstanding. They argued that the equity can be viewed as a “compound option” because the equity “is an option on an option on an option on the firm”. Geske (1979) developed · · · the first closed-form solution for the price of a vanilla European call on a European call. -
New Frontiers in Practical Risk Management
New Frontiers in Practical Risk Management English edition Issue n.6-S pring 2015 Iason ltd. and Energisk.org are the editors of Argo newsletter. Iason is the publisher. No one is al- lowed to reproduce or transmit any part of this document in any form or by any means, electronic or mechanical, including photocopying and recording, for any purpose without the express written permission of Iason ltd. Neither editor is responsible for any consequence directly or indirectly stem- ming from the use of any kind of adoption of the methods, models, and ideas appearing in the con- tributions contained in Argo newsletter, nor they assume any responsibility related to the appropri- ateness and/or truth of numbers, figures, and statements expressed by authors of those contributions. New Frontiers in Practical Risk Management Year 2 - Issue Number 6 - Spring 2015 Published in June 2015 First published in October 2013 Last published issues are available online: www.iasonltd.com www.energisk.org Spring 2015 NEW FRONTIERS IN PRACTICAL RISK MANAGEMENT Editors: Antonio CASTAGNA (Co-founder of Iason ltd and CEO of Iason Italia srl) Andrea RONCORONI (ESSEC Business School, Paris) Executive Editor: Luca OLIVO (Iason ltd) Scientific Editorial Board: Fred Espen BENTH (University of Oslo) Alvaro CARTEA (University College London) Antonio CASTAGNA (Co-founder of Iason ltd and CEO of Iason Italia srl) Mark CUMMINS (Dublin City University Business School) Gianluca FUSAI (Cass Business School, London) Sebastian JAIMUNGAL (University of Toronto) Fabio MERCURIO (Bloomberg LP) Andrea RONCORONI (ESSEC Business School, Paris) Rafal WERON (Wroclaw University of Technology) Iason ltd Registered Address: 6 O’Curry Street Limerick 4 Ireland Italian Address: Piazza 4 Novembre, 6 20124 Milano Italy Contact Information: [email protected] www.iasonltd.com Energisk.org Contact Information: [email protected] www.energisk.org Iason ltd and Energisk.org are registered trademark. -
Project Finance Course Outline
PROJECT FINANCE COURSE OUTLINE Term: Spring 2009 (1st half-semester) Instructor: Adjunct Prof. Donald B. Reid Time: Office: KMEC 9-95, 212-759-5655 Classroom: Email: [email protected] Admin aide: Contact: [email protected] Background Project finance is used on a global basis to finance over $300 billion of capital- intensive projects annually in industries such as power, transportation, energy, chemicals, and mining. This increasingly critical, financial technique relies on non- recourse, risk-mitigated cash flows of a specific project, not the balance sheet or corporate guarantee of a sponsor, to support the funding, using a broad-based set of inter-disciplinary skills Not all projects can support project financing. Project finance is a specialized financial tool necessitating an in-depth understanding of markets, technology, sponsors, offtakers, contracts, operators, and financial structuring. It is important to understand the key elements that support a project financing and how an investor or lender can get comfortable with making a loan or investment. Several industries will be used to demonstrate project-financing principles, with emphasis on one of the most important, power. Objective of the Course The purpose of the course is to understand what project finance is, its necessary elements, why it is used, how it is used, its advantages and its disadvantages. At the end of the course, students should be able to identify projects that meet the essential criteria for a project financing and know how to create the structure for a basic project financing. The course will study the necessary elements critical to project financing to include product markets, technology, sponsors, operators, offtakers, environment, consultants, taxes and financial sources. -
A Glossary of Securities and Financial Terms
A Glossary of Securities and Financial Terms (English to Traditional Chinese) 9-times Restriction Rule 九倍限制規則 24-spread rule 24 個價位規則 1 A AAAC see Academic and Accreditation Advisory Committee【SFC】 ABS see asset-backed securities ACCA see Association of Chartered Certified Accountants, The ACG see Asia-Pacific Central Securities Depository Group ACIHK see ACI-The Financial Markets of Hong Kong ADB see Asian Development Bank ADR see American depositary receipt AFTA see ASEAN Free Trade Area AGM see annual general meeting AIB see Audit Investigation Board AIM see Alternative Investment Market【UK】 AIMR see Association for Investment Management and Research AMCHAM see American Chamber of Commerce AMEX see American Stock Exchange AMS see Automatic Order Matching and Execution System AMS/2 see Automatic Order Matching and Execution System / Second Generation AMS/3 see Automatic Order Matching and Execution System / Third Generation ANNA see Association of National Numbering Agencies AOI see All Ordinaries Index AOSEF see Asian and Oceanian Stock Exchanges Federation APEC see Asia Pacific Economic Cooperation API see Application Programming Interface APRC see Asia Pacific Regional Committee of IOSCO ARM see adjustable rate mortgage ASAC see Asian Securities' Analysts Council ASC see Accounting Society of China 2 ASEAN see Association of South-East Asian Nations ASIC see Australian Securities and Investments Commission AST system see automated screen trading system ASX see Australian Stock Exchange ATI see Account Transfer Instruction ABF Hong