NASDAQ-100 Futures Index SM Methodology



Similar documents
Markit Excess Return Credit Indices Guide for price based indices

SHB Gas Oil. Index Rules v1.3 Version as of 1 January 2013

S&P GSCI Crude Oil Covered Call Index Methodology

Nikkei Stock Average Volatility Index Real-time Version Index Guidebook

Morningstar Investor Return

Description of the CBOE S&P 500 BuyWrite Index (BXM SM )

Chapter 6: Business Valuation (Income Approach)

INTEREST RATE FUTURES AND THEIR OPTIONS: SOME PRICING APPROACHES

Present Value Methodology

GUIDE GOVERNING SMI RISK CONTROL INDICES

Return Calculation of U.S. Treasury Constant Maturity Indices

S&P 500 Dynamic VIX Futures Index Methodology

LEASING VERSUSBUYING

Hedging with Forwards and Futures

Option Put-Call Parity Relations When the Underlying Security Pays Dividends

FORWARD AND FUTURES CONTRACTS

Rationales of Mortgage Insurance Premium Structures

Fifth Quantitative Impact Study of Solvency II (QIS 5) National guidance on valuation of technical provisions for German SLT health insurance

PROFIT TEST MODELLING IN LIFE ASSURANCE USING SPREADSHEETS PART ONE

Individual Health Insurance April 30, 2008 Pages

Duration and Convexity ( ) 20 = Bond B has a maturity of 5 years and also has a required rate of return of 10%. Its price is $613.

The Grantor Retained Annuity Trust (GRAT)

DEMAND FORECASTING MODELS

Table of contents Chapter 1 Interest rates and factors Chapter 2 Level annuities Chapter 3 Varying annuities

CALCULATION OF OMX TALLINN

Appendix D Flexibility Factor/Margin of Choice Desktop Research

Equities: Positions and Portfolio Returns

THE FIRM'S INVESTMENT DECISION UNDER CERTAINTY: CAPITAL BUDGETING AND RANKING OF NEW INVESTMENT PROJECTS

Can Individual Investors Use Technical Trading Rules to Beat the Asian Markets?

BALANCE OF PAYMENTS. First quarter Balance of payments

S&P/Valmer Indices Methodology

Chapter 6 Interest Rates and Bond Valuation

A Note on Construction of Multiple Swap Curves with and without Collateral

The yield curve, and spot and forward interest rates Moorad Choudhry

MSCI Index Calculation Methodology

Methodology brief Introducing the J.P. Morgan Emerging Markets Bond Index Global (EMBI Global)

Index Methodology - Equities. 18 December 2015

The Greek financial crisis: growing imbalances and sovereign spreads. Heather D. Gibson, Stephan G. Hall and George S. Tavlas

Chapter 1.6 Financial Management

Risk Modelling of Collateralised Lending

Sampo Pankki Suomi Osake Risk Control Index

The Time Value of Money

INDEX RULE BOOK Leverage, Short, and Bear Indices

A Note on Using the Svensson procedure to estimate the risk free rate in corporate valuation

Chapter 8: Regression with Lagged Explanatory Variables

Credit Index Options: the no-armageddon pricing measure and the role of correlation after the subprime crisis

Chapter 7. Response of First-Order RL and RC Circuits

THE RICI Handbook. The Guide to the Rogers International Commodity Index

THE LAW SOCIETY OF THE AUSTRALIAN CAPITAL TERRITORY

The naive method discussed in Lecture 1 uses the most recent observations to forecast future values. That is, Y ˆ t + 1

I. Basic Concepts (Ch. 1-4)

Chapter 2 Problems. 3600s = 25m / s d = s t = 25m / s 0.5s = 12.5m. Δx = x(4) x(0) =12m 0m =12m

DYNAMIC MODELS FOR VALUATION OF WRONGFUL DEATH PAYMENTS

Principal components of stock market dynamics. Methodology and applications in brief (to be updated ) Andrei Bouzaev, bouzaev@ya.

Small and Large Trades Around Earnings Announcements: Does Trading Behavior Explain Post-Earnings-Announcement Drift?

Chapter Four: Methodology

Chapter 4: Exponential and Logarithmic Functions

4. International Parity Conditions

UNDERSTANDING THE DEATH BENEFIT SWITCH OPTION IN UNIVERSAL LIFE POLICIES. Nadine Gatzert

OPERATION MANUAL. Indoor unit for air to water heat pump system and options EKHBRD011ABV1 EKHBRD014ABV1 EKHBRD016ABV1

MACROECONOMIC FORECASTS AT THE MOF A LOOK INTO THE REAR VIEW MIRROR

Modeling VXX. First Version: June 2014 This Version: 13 September 2014

WHAT ARE OPTION CONTRACTS?

ABSTRACT KEYWORDS. Term structure, duration, uncertain cash flow, variable rates of return JEL codes: C33, E43 1. INTRODUCTION

µ r of the ferrite amounts to It should be noted that the magnetic length of the + δ

Conceptually calculating what a 110 OTM call option should be worth if the present price of the stock is

Tax Externalities of Equity Mutual Funds

Single-machine Scheduling with Periodic Maintenance and both Preemptive and. Non-preemptive jobs in Remanufacturing System 1

The Interaction of Guarantees, Surplus Distribution, and Asset Allocation in With Profit Life Insurance Policies

expressed here and the approaches suggested are of the author and not necessarily of NSEIL.

Predicting Stock Market Index Trading Signals Using Neural Networks

Optimal Investment and Consumption Decision of Family with Life Insurance

INTRODUCTION TO FORECASTING

Answer, Key Homework 2 David McIntyre Mar 25,

The Kinetics of the Stock Markets

THE DETERMINATION OF PORT FACILITIES MANAGEMENT FEE WITH GUARANTEED VOLUME USING OPTIONS PRICING MODEL

Usefulness of the Forward Curve in Forecasting Oil Prices

Multiprocessor Systems-on-Chips

SEASONAL ADJUSTMENT. 1 Introduction. 2 Methodology. 3 X-11-ARIMA and X-12-ARIMA Methods

Chapter 2 Kinematics in One Dimension

INSTITUTE OF ECONOMIC STUDIES

TSG-RAN Working Group 1 (Radio Layer 1) meeting #3 Nynashamn, Sweden 22 nd 26 th March 1999

Day Trading Index Research - He Ingeria and Sock Marke

MARKET LIQUIDITY AND DEPTH ON FLOOR-TRADED AND E-MINI INDEX FUTURES: AN ANALYSIS OF THE S&P 500 AND NASDAQ 100

IMPLICIT OPTIONS IN LIFE INSURANCE CONTRACTS FROM OPTION PRICING TO THE PRICE OF THE OPTION. Tobias Dillmann * and Jochen Ruß **

Building Option Price Index

Term Structure of Prices of Asian Options

Impact of scripless trading on business practices of Sub-brokers.

Acceleration Lab Teacher s Guide

Contrarian insider trading and earnings management around seasoned equity offerings; SEOs

Analyzing Surplus Appropriation Schemes in Participating Life Insurance from the Insurer s and the Policyholder s Perspective

SPEC model selection algorithm for ARCH models: an options pricing evaluation framework

Exotic electricity options and the valuation of electricity generation and transmission assets

Transcription:

NASDAQ-100 Fuures Index SM Mehodology Index Descripion The NASDAQ-100 Fuures Index (The Fuures Index ) is designed o rack he performance of a hypoheical porfolio holding he CME NASDAQ-100 E-mini Index fuure, which is rolling on a quarerly basis. The Fuures Index is designed o represen reurns of he NASDAQ-100 Index (he Underlying Index ). Index Rules for he Underlying Index See he NASDAQ-100 Index Mehodology. Index Calculaion The NASDAQ-100 Fuures Index is calculaed using he fron monh of he NASDAQ-100 E- mini Fuures Conrac (Trading Symbol: NQ) raded on he Chicago Mercanile Exchange (CME). Due o he expiring naure of fuures conracs, every quarer he Index will undergo a roll which is designed o mainain exposure o he fron monh Index fuures conrac. For he NASDAQ-100 E-mini Fuures conrac, his replacemen occurs over a hree-day rolling period every calendar quarer, saring hree business days before he expiraion of he Index fuures, and ending one business day before he expiraion of he Index fuures. Fuures Roll Calendar Exchange Index Ticker Conrac Expiraion prior o hird Friday of Each Monh 1 1 2 3 4 5 6 7 8 9 10 11 12 CME NASDAQ-100 NQ H H M M M U U U Z Z Z H Calculaion of Index Excess Reurn The excess reurn of each Index is calculaed from he price change of he underlying fuure s conrac. On any dae,, he level of each of he Indexes is calculaed as follows: ExcessReurnIndex = ExcessReurnIndex -1 * (1 + IndexExcessReurn ) where: ExcessReurnIndex -1 = The Excess Reurn Index level on he preceding business day, IndexExcessReurn = The excess reurn from holding he underlying fuures conrac. 1. If is no a roll dae, hen 1 The leers in he Fuures Roll Calendar represen he conrac monhs: H = March, M = June, U = Sepember and Z = December. 1

IndexExcessReurn = CDR,-1 where CDR,-1 = he Conrac Daily Reurn beween days -1 and, defined as: CDR =, 1 DCRP DCRP 1, and 1 DCRP = he Daily Conrac Reference Price of he fuures conrac. The official closing price, as designaed by he relevan exchange, is used. 2. If falls on one of he roll daes, he Index holds boh he nearby fuures conrac and he nex-nearby conrac a he same ime. Equal weighs of he old conrac are rolled ino he new conrac, as shown in he able below: Weigh (Near Conrac) Weigh (Nex Near Conrac) Before he Roll 1 0 Roll: Day 1 0.6666667 0.3333333 Roll: Day 2 0.3333333 0.6666667 Roll: Day 3 0 1 On any of he roll days, he conrac daily reurn is calculaed by applying oday s prices and he previous day s prices o he previous day s weighs. a. On he firs day of he roll, T+1 The value of he porfolio (PV) before he roll is: PV(T) = P(Near, T); The value of he porfolio on T+1 is: PV(T+1) = P(Near, T+1); where P(Near, T) is he price of he near conrac on day T, and P(Near, T+1) is he price of he near conrac on day T+1. The excess reurn of he Index from T o T+1 is: IndexExcessReurn(T,T+1) = PV(T+1) PV(T) Subsiuing he formulae above: -1 2

IndexExcessReurn(T,T+1)= P(Near,T+1) P(Near,T) -1 b. On he second day of he roll, T+2 The value of he porfolio on T+1 is: PV(T+1) = 0.6666667*P(Near, T+1) + 0.3333333 * P( Nex, T + 1) On he nex day, T+2, he prices of he conracs are P(Near, T+2) and P( Nex, T+2) for he nearby and nex-nearby conracs. By applying hese prices o he weighs on T+1, he value of he porfolio on T+2 is: PV(T+2) = 0.6666667*P(Near, T+2) + 0.3333333 * P(Nex,T + 2) The excess reurn of he Index from T+1 o T+2 is: IndexExcessReurn(T+1, T+2) = PV(T+2) PV(T+1) -1 Subsiuing he formulae above: IndexExcessReurn(T+1,T+2) = 2 P(Near,T+2)+P(Nex,T+2) 2 P(Near,T+1)+P(Nex,T+1) -1 c. On he hird and las day of he roll, T+3 The value of he porfolio on T+2 is: PV(T+2) = 0.33333333*P(Near, T+2) + 0.6666667 * P(Nex,T + 2) On he nex day, T+3, he prices of he conracs are P(Near, T+3) and P(Nex, T+3) for he nearby and nex-nearby conracs. By applying prices o he weighs on T+2, he value of he porfolio on T+3 is: PV(T+3) = 0.33333333*P(Near, T+3) + 0.6666667 * P(Nex, T + 3) The excess reurn of he Index from T+2 o T+3 is: IndexExcessReurn(T+2, T+3) = PV(T+3) PV(T+2) -1 Subsiuing he formulae from above: IndexExcessReurn(T+2,T+3) P(Near,T+3)+2 P(Nex,T+3) P(Near,T+2)+2 P(Nex,T+2) -1 3

Marke Disrupions during Roll Evens Marke disrupions are siuaions where an exchange has failed o open so ha no rading is possible due o unforeseen evens, such as compuer or elecric power failures, weaher condiions or oher evens. If any such even happens during he roll period, he porion of he roll ha would oherwise have aken place on such dae will ake place on he nex Business Day on which no marke disrupions exis. If on any day during a Roll Period he Daily Conrac Reference Price (DCRP) of any Nearby Conrac or Roll Conrac (Nex-Nearby) is a Limi Price, no DCRP is available, or rading in he relevan conrac is erminaed earlier han scheduled (and does no resume wihin he specified ime period), he porion of he roll ha would oherwise have aken place on ha day will be deferred unil he nex day on which such circumsances do no exis. This limiaion is based on he fac ha, under he circumsances described in his secion, i would be difficul or impossible o liquidae and/or esablish acual posiions in he marke and o perform he roll. Delaying he rolling, herefore, serves o replicae he seps ha would need o be aken in rolling acual marke posiions. Under his procedure, if any of he marke disrupion exiss on he firs day of he Roll Period, hen no porion of he roll will be performed and wo-hirds (66.67%) of he roll will be implemened on he nex business day. If such circumsances also exis on he second Business Day of he Roll Period, hen 100% of he roll will be performed on he hird Business Day. If such circumsances exis hroughou he hree business days iniially designaed as he Roll Period, hen he enire roll will be performed on he nex succeeding Business Day on which no marke disrupions exis. Calculaion of Index Toal Reurn For a funded invesmen, he oal reurn beween daes -1 and includes a risk-free reurn for he iniial cash oulay: IndexToalReurn = IndexExcessReurn + TBR TBR is he Treasury Bill Rae, as deermined by he following formula: TBR Dela 1 = [ ] 91 1 91 1 * TBAR 360 1 where: Dela = he number of calendar days beween he curren and previous business days. TBAR -1 = he mos recen weekly high discoun rae for 91-day US Treasury Bills effecive on he preceding business day. Generally he 4

raes are announced by he US Treasury on each Monday. On Mondays ha are bank holidays, Friday s raes will apply. The Toal Reurn index is calculaed as: ToalReur nindex = ToalReurnIndex * (1 + 1 IndexToalReurn ) The Index is calculaed and disseminaed every 15 seconds from 9:30:15 o 17:16:00 ET, while he Underlying Index is calculaed and disseminaed once per second. The closing value of he Index may change up unil 17:15:00 ET due o correcions o he closing value of he Underlying Index. The following Indexes are calculaed: Index Symbol Type Saring Dae Saring Value 2 NDXFUTER Excess Reurn May 1, 2012 2723.68 NDXFUTTR Toal Reurn May 1, 2012 2723.68 NASDAQ OMX may, from ime o ime, exercise reasonable discreion as i deems appropriae o ensure Index inegriy. The NASDAQ-100 Fuures Indexes ( Indexes ) is he exclusive propery of The NASDAQ OMX Group, Inc. which, wih is affiliaes, is collecively NASDAQ OMX. NASDAQ OMX has conraced wih Sandard & Poor s ( S&P ) o calculae and mainain he NASDAQ-100 Fuures Indexes. S&P shall have no liabiliy for any errors or omissions in calculaing he Indexes. May 2012 2 Saring Value represens he NASDAQ-100 Index value as of he close of rading on April 30. 2012. 5