VIX is the ticker symbol and the popular name for the Chicago Board Options Exchange 's CBOE Volatility Index , a popular measure of the stock market 's expectation of volatility based on S&P 500 index options . It is calculated and disseminated on a real-time basis by the CBOE , and is often referred to as the fear index or fear gauge.
38-471: The VIX traces its origin to the financial economics research of Menachem Brenner and Dan Galai. In a series of papers beginning in 1989, Brenner and Galai proposed the creation of a series of volatility indices, beginning with an index on stock market volatility, and moving to interest rate and foreign exchange rate volatility. In their papers, Brenner and Galai proposed, "[the] volatility index, to be named 'Sigma Index', would be updated frequently and used as
76-570: A variance swap – and not that of a volatility swap , volatility being the square root of variance, or standard deviation . The VIX is the square root of the risk-neutral expectation of the S&P 500 variance over the next 30 calendar days and is quoted as an annualized standard deviation. The VIX is calculated and disseminated in real-time by the Chicago Board Options Exchange . On March 26, 2004, trading in futures on
114-409: A European put option is equivalent to holding the corresponding call option and selling an appropriate forward contract . This equivalence is called " put-call parity ". Put options are most commonly used in the stock market to protect against a fall in the price of a stock below a specified price. If the price of the stock declines below the strike price, the holder of the put has the right, but not
152-571: A measure of expected market volatility on which expectations of further stock market volatility in the near future might be based. Like conventional indexes, the VIX Index calculation employs rules for selecting component options and a formula to calculate index values. Unlike other market products, VIX cannot be bought or sold directly. Instead, VIX is traded and exchanged via derivative contract, derived ETFs , and ETNs which most commonly track VIX futures indexes. In addition to VIX, CBOE uses
190-432: A position in the underlying stock, but only if the price is low enough. If the buyer fails to exercise the options, then the writer keeps the option premium. If the underlying stock's market price is below the option's strike price when expiration arrives, the option owner (buyer) can exercise the put option, forcing the writer to buy the underlying stock at the strike price. That allows the exerciser (buyer) to profit from
228-552: Is a timeline of key events in the history of the VIX Index: VIX is sometimes criticized as a prediction of future volatility. Instead it is described as a measure of the current price of index options. Critics claim that, despite a sophisticated formulation, the predictive power of most volatility forecasting models is similar to that of plain-vanilla measures, such as simple past volatility. However, other works have countered that these critiques failed to correctly implement
266-423: Is equal to the strike price (at which he must buy the stock to cover the option) minus the premium received. The potential upside is the premium received when selling the option: if the stock price is above the strike price at expiration, the option seller keeps the premium, and the option expires worthless. During the option's lifetime, if the stock moves lower, the option's premium may increase (depending on how far
304-481: Is limited to the option's strike price less the underlying's spot price and the premium/fee paid for it. The put 'writer' believes that the underlying security's price will rise, not fall. The writer sells the put to collect the premium. The put writer's total potential loss is limited to the put's strike price less the spot and premium already received. Puts can be used also to limit the writer's portfolio risk and may be part of an options spread . The put buyer/owner
342-403: Is short on the underlying asset of the put, but long on the put option itself. That is, the buyer wants the value of the put option to increase by a decline in the price of the underlying asset below the strike price. The writer (seller) of a put is long on the underlying asset and short on the put option itself. That is, the seller wants the option to become worthless by an increase in the price of
380-479: Is the number of average days in a month (30 days), r {\displaystyle r} is the risk-free rate, F {\displaystyle F} is the 30-day forward price on the S&P 500, and P ( K ) {\displaystyle P(K)} and C ( K ) {\displaystyle C(K)} are prices for puts and calls with strike K {\displaystyle K} and 30 days to maturity. The following
418-469: The Black–Scholes equation are valid assumptions about the volatility predicted for the future lead time (the remaining time to maturity). Robert J. Shiller has argued that it would be circular reasoning to consider VIX to be proof of Black–Scholes, because they both express the same implied volatility, and has found that calculating VIX retrospectively in 1929 did not predict the surpassing volatility of
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#1732772369466456-684: The Great Depression —suggesting that in the case of anomalous conditions, VIX cannot even weakly predict future severe events. An academic study from the University of Texas at Austin and Ohio State University examined potential methods of VIX manipulation. On February 12, 2018, a letter was sent to the Commodity Futures Trading Commission and Securities and Exchange Commission by a law firm representing an anonymous whistleblower alleging manipulation of
494-539: The Hebrew University of Jerusalem . He was also a visiting professor at the University of California at Berkeley , the University of Bergamo , and Tel Aviv University . He was an organizer and speaker at the annual and International American Stock Exchange Options Colloquium. Brenner's articles have appeared in the Journal of Finance , the Journal of Financial Economics , the Journal of Business , and
532-509: The Journal of Financial and Quantitative Analysis . He has also edited a book on option pricing . Brenner received the BS degree in economics from Hebrew University of Jerusalem , and the MA and PhD degrees from Cornell . Put options In finance , a put or put option is a derivative instrument in financial markets that gives the holder (i.e. the purchaser of the put option )
570-767: The VIX volatility index based on the prices of traded index options. He has also served as an associate editor and referee to several finance journals, and was an editor (with Marti Subrahmanyam ) of the Review of Derivatives Research , an academic journal specializing in derivatives markets. He is a recipient of the Lady Davis Fellowship and of grants from Ford Foundation and the Italian National Research Council. Before joining NYU Stern, he served as an associate Professor of Finance at
608-527: The VIX began on CBOE Futures Exchange (CFE). On February 24, 2006, it became possible to trade options on the VIX. Several exchange-traded funds hold mixtures of VIX futures that attempt to enable stock-like trading in those futures. The correlation between these ETFs and the actual VIX index is very poor, especially when the VIX is moving. The VIX is the 30-day expected volatility of the SP500 index, more precisely
646-463: The VIX. In 2012, the CBOE introduced the "VVIX index" (also referred to as "vol of vol"), a measure of the VIX's expected volatility. VVIX is calculated using the same methodology as VIX, except the inputs are market prices for VIX options instead of stock market options. The VIX can be thought of as the velocity of investor fear. The VVIX measures how much the VIX changes and hence can be thought of as
684-426: The acceleration of investor fear. Tradable: VSTOXX Deribit BTCDVOL Brazil Volatility Index Menachem Brenner Menachem Brenner is a professor of finance and a Bank and Financial Analysts Faculty Fellow at New York University Stern School of Business . Brenner's primary areas of research include derivative markets, hedging , option pricing , and the stock market . He developed (with Dan Galai)
722-499: The asset option's market price to its valuation formula. In the case of VIX, the option prices used are the S&P 500 index option prices. The VIX takes as inputs the market prices of the call and put options on the S&P 500 index for near-term options with more than 23 days until expiration, next-term options with less than 37 days until expiration, and risk-free U.S. treasury bill interest rates. Options are ignored if their bid prices are zero or where their strike prices are outside
760-429: The buyer does not exercise their option, the writer's profit is the premium. A put option is said to have intrinsic value when the underlying instrument has a spot price ( S ) below the option's strike price ( K ). Upon exercise, a put option is valued at K-S if it is " in-the-money ", otherwise its value is zero. Prior to exercise, an option has time value apart from its intrinsic value. The following factors reduce
798-410: The buyer would not exercise the option if it had a negative payoff. A buyer thinks the price of a stock will decrease. They pay a premium that they will never get back, unless it is sold before it expires. The buyer has the right to sell the stock at the strike price. The writer receives a premium from the buyer. If the buyer exercises their option, the writer will buy the stock at the strike price. If
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#1732772369466836-421: The difference between the stock's market price and the option's strike price. But if the stock's market price is above the option's strike price at the end of expiration day, the option expires worthless, and the owner's loss is limited to the premium (fee) paid for it (the writer's profit). The seller's potential loss on a naked put can be substantial. If the stock falls all the way to zero (bankruptcy), his loss
874-410: The hidden principles underpinning the world around us... [we should remember that] models are metaphors—analogies that describe one thing relative to another." Michael Harris , the trader, programmer, price pattern theorist, and author, has argued that VIX just tracks the inverse of price and has no predictive power. According to some, VIX should have predictive power as long as the prices computed by
912-399: The level where two consecutive bid prices are zero. The goal is to estimate the implied volatility of S&P 500 index options at an average expiration of 30 days. Given that it is possible to create a hedging position equivalent to a variance swap using only vanilla puts and calls (also called "static replication"), the VIX can also be seen as the square root of the implied volatility of
950-513: The more complicated models. Some practitioners and portfolio managers have questioned the depth of our understanding of the fundamental concept of volatility, itself. For example, Daniel Goldstein and Nassim Taleb famously titled one of their research articles, We Don't Quite Know What We are Talking About When We Talk About Volatility . Relatedly, Emanuel Derman has expressed disillusion with empirical models that are unsupported by theory. He argues that, while "theories are attempts to uncover
988-495: The near future might be based. The current VIX index value quotes the expected annualized change in the S&P 500 index over the following 30 days, as computed from options-based theory and current options-market data. To summarize, VIX is a volatility index derived from S&P 500 options for the 30 days following the measurement date, with the price of each option representing the market's expectation of 30-day forward-looking volatility. The resulting VIX index formulation provides
1026-405: The obligation, to sell the asset at the strike price, while the seller of the put has the obligation to purchase the asset at the strike price if the owner uses the right to do so (the holder is said to exercise the option). In this way the buyer of the put will receive at least the strike price specified, even if the asset is currently worthless. If the strike is K , and at time t the value of
1064-487: The publication of the Black and Scholes' 1973 paper, "The Pricing of Options and Corporate Liabilities," published in the Journal of Political Economy, which introduced the seminal Black–Scholes model for valuing options. Just as a bond's implied yield to maturity can be computed by equating a bond's market price to its valuation formula, an option-implied volatility of a financial or physical asset can be computed by equating
1102-570: The right to sell an asset (the underlying ), at a specified price (the strike ), by (or on) a specified date (the expiry or maturity ) to the writer (i.e. seller) of the put. The purchase of a put option is interpreted as a negative sentiment about the future value of the underlying stock . The term "put" comes from the fact that the owner has the right to "put up for sale" the stock or index. Puts may also be combined with other derivatives as part of more complex investment strategies, and in particular, may be useful for hedging . Holding
1140-756: The same methodology to compute the following related products: CBOE also calculates the Nasdaq-100 Volatility Index (VXNSM), CBOE DJIA Volatility Index (VXDSM) and the CBOE Russell 2000 Volatility Index (RVXSM). There is even a VIX on VIX (VVIX) which is a volatility of volatility measure in that it represents the expected volatility of the 30-day forward price of the CBOE Volatility Index (the VIX). The concept of computing implied volatility or an implied volatility index dates to
1178-728: The square root of a 30-day expected realized variance of the index. It is calculated as a weighted average of out-of-the-money call and put options on the S&P 500: V I X = 2 e r τ τ ( ∫ 0 F P ( K ) K 2 d K + ∫ F ∞ C ( K ) K 2 d K ) {\displaystyle VIX={\sqrt {{\frac {2e^{r\,\!\tau }}{\tau }}\left(\int _{0}^{F}{\frac {P(K)}{K^{2}}}dK+\int _{F}^{\infty }{\frac {C(K)}{K^{2}}}dK\right)}}} where τ {\displaystyle {\tau }}
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1216-431: The stock falls and how much time passes). If it does, it becomes more costly to close the position (repurchase the put, sold earlier), resulting in a loss. If the stock price completely collapses before the put position is closed, the put writer potentially can face catastrophic loss. In order to protect the put buyer from default, the put writer is required to post margin . The put buyer does not need to post margin because
1254-410: The terms of the contract. If the option is not exercised by maturity, it expires worthless. (The buyer will not usually exercise the option at an allowable date if the price of the underlying is greater than K .) The most obvious use of a put option is as a type of insurance . In the protective put strategy, the investor buys enough puts to cover their holdings of the underlying so that if the price of
1292-407: The underlying asset above the strike price. Generally, a put option that is purchased is referred to as a long put and a put option that is sold is referred to as a short put . A naked put , also called an uncovered put , is a put option whose writer (the seller) does not have a position in the underlying stock or other instrument. This strategy is best used by investors who want to accumulate
1330-424: The underlying asset for futures and options. ... A volatility index would play the same role as the market index plays for options and futures on the index." In 1992, the CBOE hired consultant Bob Whaley to calculate values for stock market volatility based on this theoretical work. The resulting VIX index formulation provides a measure of market volatility on which expectations of further stock market volatility in
1368-456: The underlying asset's price will fall by the exercise date or hopes to protect a long position in it. The advantage of buying a put over short selling the asset is that the option owner's risk of loss is limited to the premium paid for it, whereas the asset short seller's risk of loss is unlimited (its price can rise greatly, in fact, in theory it can rise infinitely, and such a rise is the short seller's loss). The put buyer's prospect (risk) of gain
1406-696: The underlying falls sharply, they can still sell it at the strike price. Another use is for speculation : an investor can take a short position in the underlying stock without trading in it directly. The terms for exercising the option's right to sell it differ depending on option style. A European put option allows the holder to exercise the put option for a short period of time right before expiration, while an American put option allows exercise at any time before expiration. The most widely traded put options are on stocks/equities, but they are traded on many other instruments such as interest rates (see interest rate floor) or commodities. The put buyer either believes that
1444-437: The underlying is S(t) , then in an American option the buyer can exercise the put for a payout of K −S(t) any time until the option's maturity date T . The put yields a positive return only if the underlying price falls below the strike when the option is exercised. A European option can only be exercised at time T rather than at any time until T , and a Bermudan option can be exercised only on specific dates listed in
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