As a result of the Dodd-Frank Act Wall Street Reform and Consumer Protection Act of 2010, derivatives regulation has become a hot topic on Wall Street and is, therefore, of much interest to law firms with financial institutions as clients. An increasing number of classes on this subject are being taught at law schools around the country, but, to date, there has been no casebook on the subject. This casebook explores the regulation of swaps, futures and options by the Commodity Futures Trading Commission and the Securities and Exchange Commission. It examines the regulatory history of derivative instruments and traces the development of modern market structures while addressing the role of the exchanges, the clearinghouses, and market participants, such as futures commission merchants, swap dealers, and hedge funds that act as commodity pool operators. Structured in a traditional format, this casebook uses cases to teach students important points of law and industry practices needed to understand the role played by derivative instruments in modern finance. The cases are accompanied by commentary from the authors expanding on the points raised in the cases.

Understanding Credit Derivatives and Related Instruments, Second Edition is an intuitive, rigorous overview that links the practices of valuing and trading credit derivatives with academic theory. Rather than presenting highly technical explorations, the book offers summaries of major subjects and the principal perspectives associated with them. The book's centerpiece is pricing and valuation issues, especially valuation tools and their uses in credit models. Five new chapters cover practices that have become commonplace as a result of the 2008 financial crisis, including standardized premiums and upfront payments. Analyses of regulatory responses to the crisis for the credit derivatives market (Basel III, Dodd-Frank, etc.) include all the necessary statistical and mathematical background for readers to easily follow the pricing topics. Every reader familiar with mid-level mathematics who wants to understand the functioning of the derivatives markets (in both practical and academic contexts) can fully satisfy his or her interests with the comprehensive assessments in this book. - Explores the role that credit derivatives played during the economic crisis, both as hedging instruments and as vehicles that potentially magnified losses for some investors - Comprehensive overview of single-name and multi-name credit derivatives in terms of market specifications, pricing techniques, and regulatory treatment - Updated edition uses current market statistics (market size, market participants, and uses of credit derivatives), covers the application of CDS technology to other asset classes (CMBX, ABX, etc.), and expands the treatment of individual instruments to cover index products, and more

International Monetary Fund (IMF) defines derivatives as "financial instruments that are linked to a specific financial instrument or indicator or commodity and through which specific financial risks can be traded in financial markets in their own right. The value of a financial derivative derives from the price of an underlying item, such as an asset or index. Unlike debt securities, no principal is advanced to be repaid and no investment income accrues". Derivative instruments are defined by the Indian Securities Contracts (Regulation) Act, 1956 to include (1) a security derived from a debt instrument, share, secured/unsecured loan, risk instrument or contract for differences, or any other form of security and (2) a contract that derives its value from the prices/index of prices of underlying securities. Thus, derivatives are financial instruments/contracts the value of which depends upon the value of an underlying. Since their value is essentially derived out of an underlying, they are financial abstractions whose value is derived mathematically from the changes in the value of the underlying. In recent years, derivatives have become increasingly important in the field of finance. While futures and options are now actively traded on many exchanges, forward contracts are popular on the over-the-counter (OTC) market. This book explains at length the various concepts of financial derivatives, reasons for their popularity, risks involved and their emergence in the Indian capital market.

Der schlechte Ruf der Derivative gründet sich auf Mißbrauch und das hohe Risiko, das mit diesem oft exotisch wirkenden Finanzinstrument verbunden ist. Sie wollen sich unvoreingenommen, besser informieren? Anhand signifikanter Fallstudien führt dieses Buch Sie unter anderem in Techniken des Risikomanagement und Kontrollstrukturen ein.

"Financial Derivatives" - Jetzt neu in der 3. komplett überarbeiteten Auflage! Dieses umfassende Nachschlagewerk bietet eine gründliche Einführung in das Thema Finanzderivate und ihre Bedeutung für das Risikomanagement im Unternehmensumfeld. Es vermittelt fundierte Kenntnisse zum Thema Finanzderivate, und zwar mit einem verständlich gehaltenen Minimum an Finanzmathematik, was Preisbildung und Bewertung angeht. Mit einer breitgefächerten Übersicht über die verschiedenen Arten von Finanzderivaten. Mit neuem Material zu Kreditderivaten und zur Kreditrisikobewertung bei Derivaten. Mit neuen und ausführlicheren Informationen zu den Themen Finanztechnik und strukturierte Finanzprodukte. "Financial Derivatives" - Ein unverzichtbarer Ratgeber für alle Finanzexperten im Bereich Risikomanagement.

Aktienderivate gehören zu den populärsten Derivatprodukten, die von institutionellen Anlegern gehandelt werden. Ein Aktienderivat ist ein Future oder eine Option auf Aktien oder Aktienindices. Zu den traditionellen Aktienderivaten gehören Optionsscheine, Optionen, Futures und Aktienindexfutures. Das "Handbook of Equity" ist eine vollständige und umfassende Überarbeitung des ersten und einzigen Buches zu diesem Thema. Herausgegeben von führenden Köpfen der Branche - darunter Nobelpreisträger Fischer Black, John Braddock und Mark Rubenstein - enthält es wichtige neue Informationen zu Aktienindexfutures und -optionen und erweitert die mathematische Diskussion um das Black & Scholes-Modell. (11/99)