The first edition of Derivatives expends considerable effort in explaining what lies behind the formal mathematics of pricing and hedging derivative securities. Questions ranging from 'how are forward prices determined?' to 'why does the Black-Scholes formula have the form it does?' are answered throughout the text. The authors of this first edition use verbal and pictorial expositions, and sometimes simple mathematical models, to explain the underlying principles before proceeding to a formal analysis. Extensive uses of numerical examples for illustrative purposes are used throughout to supplement the intuitive and formal presentations.
The main body of this book is divided into six parts. Parts 1-3 cover, respectively, futures and forwards; options; and swaps. Part 4 examines term-structure modeling and the pricing of interest-rate derivatives, while Part 5 is concerned with credit derivatives and the modeling of credit risk. Part 6 discusses computational issues.
Rangarajan Sundaram, New York University
Sanjiv Das, Santa Clara University
PART ONE: Futures and Forwards
Chapter 2 Futures Markets
Chapter 3 Pricing Forwards and Futures I: The Basic Theory
Chapter 4 Pricing Forwards and Futures II: Building on the Foundations
Chapter 5 Hedging with Futures and Forwards
Chapter 6 Interest-Rate Forwards and Futures
PART TWO Equity Derivatives
Chapter 7 Options Markets
Chapter 8 Options: Payoffs and Trading Strategies
Chapter 9 No-Arbitrage Restrictions on Option Prices
Chapter 10 Early Exercise and Put–Call Parity
Chapter 11 Option Pricing: An Introduction
Chapter 12 Binomial Option Pricing
Chapter 13 Implementing the Binomial Model
Chapter 14 The Black-Scholes Model
Chapter 15 The Mathematics of Black-Scholes
Chapter 16 Options Modeling: Beyond Black-Scholes
Chapter 17 Sensitivity Analysis: The Option “Greeks”
Chapter 18 Exotic Options I: Path–Independent Options
Chapter 19 Exotic Options II: Path-Dependent Options
Chapter 20 Value-at-Risk
Chapter 21 Convertible Bonds
Chapter 22 Real Options
PART THREE Swaps
Chapter 23 Interest Rate Swaps and Floating-Rate Products
Chapter 24 Equity Swaps
Chapter 25 Currency and Commodity Swaps
PART FOUR Interest Rate Modeling
Chapter 26 The Term Structure of Interest Rates: Concepts
Chapter 27 Estimating the Yield Curve
Chapter 28 Modeling Term-Structure Movements
Chapter 29 Factor Models of the Term Structure
Chapter 30 The Heath-Jarrow-Morton and Libor Market Models
PART FIVE Credit Derivatives
Chapter 31 Credit Derivative Products
Chapter 32 Structural Models of Default Risk
Chapter 33 Reduced-Form Models of Default Risk
Chapter 34 Modeling Correlated Default
從實踐應用的角度來看,這本書提供瞭非常豐富的案例分析。作者們並沒有僅僅停留在理論層麵,而是通過大量的真實市場案例,展示瞭不同類型的衍生品如何在風險管理、套期保值、投機等領域發揮作用。我學習到瞭如何利用期貨和期權來對衝商品價格波動風險,如何在利率掉期中管理企業融資成本,以及一些利用期權組閤進行復雜交易的策略。這些案例分析生動地說明瞭衍生品工具的實際價值,讓我對它們在現代金融體係中的重要性有瞭更深刻的認識,也為我未來在實際工作中應用這些知識打下瞭基礎。
评分總而言之,這本書《DERIVATIVES SUNDARAM, DAS (99/5)》為我提供瞭一個全麵而深入的衍生品知識框架。它不僅僅是一本教科書,更像是一本啓濛讀物,引導我一步步走進衍生品的世界。作者們的敘述風格清晰流暢,邏輯嚴謹,並且能夠將復雜的概念用易於理解的方式呈現齣來。雖然書中涉及的內容頗為豐富,但整體閱讀體驗卻並不枯燥,反而充滿瞭探索的樂趣。我強烈推薦這本書給任何想要瞭解衍生品市場,或者希望在金融領域有所建樹的讀者,它絕對是一份寶貴的財富。
评分我尤其欣賞這本書在解釋衍生品定價模型時的嚴謹與易懂。我知道很多衍生品交易的背後都依賴著復雜的數學模型,而這往往是初學者望而卻步的地方。然而,《DERIVATIVES SUNDARAM, DAS (99/5)》在介紹布萊剋-斯科爾斯模型等經典定價方法時,並沒有迴避數學公式,但同時又輔以大量的解釋和直觀的圖示。作者們巧妙地將復雜的數學推導分解成一個個易於理解的步驟,並且強調瞭模型的假設和局限性。這讓我明白,模型固然重要,但更重要的是理解其背後的邏輯和實際應用中的注意事項。這本書讓我覺得,即使我沒有深厚的數學背景,也能逐步掌握衍生品定價的核心思想。
评分作為一名金融領域的初學者,最近我接觸到瞭一本關於衍生品的著作,名為《DERIVATIVES SUNDARAM, DAS (99/5)》。坦白說,我在閱讀之前對衍生品的世界充滿瞭神秘感和一絲畏懼。我一直認為這是一個極其專業且復雜的領域,充斥著各種我聞所未聞的術語和精密的數學模型。然而,這本書以一種齣人意料的清晰和結構化的方式,為我打開瞭這扇門。首先,它並非直接拋齣艱深的理論,而是從基礎概念入手,比如什麼是金融衍生品,它們為什麼會存在,以及在什麼場景下會被使用。作者們善於用生活化的例子來類比,比如保險、期貨閤約的早期形態等,這讓我在理解抽象概念時感到輕鬆許多。
评分這本書最讓我印象深刻的是它對衍生品市場的演變和發展曆史的梳理。作者們並沒有將重點放在純粹的理論推導上,而是花瞭不少篇幅去講述衍生品是如何從最初的簡單交易工具,一步步演變成如今復雜多樣的金融産品。這種曆史的視角非常有價值,它幫助我理解瞭為何會産生某些特定的衍生品,以及市場在不斷適應和應對風險的過程中,是如何推動産品創新的。從最初的遠期閤約,到後來的期貨,再到更加復雜的期權和掉期,這本書用一種敘事的方式,將這些金融工具的發展脈絡清晰地呈現齣來,讓我不再感到它們是孤立的存在,而是具有內在聯係和演化邏輯的。
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