Options on the E-mini S&P 500 Futures at the CME: when were EW3, the weekly Monday options and the weekly Wednesday options introduced?
Why do you care? In any case, you can easily Google the answer... Effective Sunday, April 2, 2017 for trade date Monday, April 3, 2017, and pending all relevant CFTC   regulatory review periods, Chicago Mercantile Exchange Inc. (“CME” or “Exchange”) will list Monday   Weekly Options on the E-mini Standard and Poor’s Stock Price Index Futures and Standard and Poor’s   500 Stock Price Index Futures contracts (collectively the “Contracts”) for trading on CME Globex and for   submission for clearing via CME ClearPort as described in Appendix A below. Appendix B below provides   the Exchange fee schedule for the Contracts. source "The traditional E-mini S&P500 options (introduced on 09/09/97) already expire on the 3rd Friday, so there's no need for another ""weekly"" option that expires at the same time."
"To understand the VXX ETF, you need to understand VIX futures, to understand VIX futures you need to understand VIX, to understand VIX you need to understand options pricing formulas such as the ""Black Scholes"" formula Those are your prerequisites. Learn at your own pace. Short Answer: When you buy VXX you are buying the underlying are front month VIX futures. Limited by the supply of the ETF's NAV (Net Asset Value) units. It is assumed that the ETF manager is actually buying and selling more VIX front month futures to back the underlying ETF. Long Answer: Assume nobody knows what an options contract should be worth. Therefore formulas have been devised to standardize how to price an options contract. The Black-Scholes formula is widely used, one of the variables in this formula is ""Implied Volatility"", which basically accounts for the mispricing of options when the other variables (Intrinsic Value, delta, gamma, theta...) don't completely explain how much the option is worth. People are willing to pay more for options when the perception is that they will be more profitable, ""implied volatility"" tracks these changes in an option's demand, where the rest of the black-scholes formula creates a price for an option that will always be the same. Each stock in the market that also trades standardized options will have implied volatility which can be computed from the price of those options. The ""Volatility Index"" (VIX), looks at the implied volatility of MANY STOCK's options contracts. Specifically the ""implied volatility of out the money puts on the S&P 500"". If you don't know what that quoted part of the sentence means, then you have at least five other individual questions to ask before you re-read this answer and understand the relevance of these followup questions: Why would people buy out-the-money puts on the S&P 500? Why would people pay more for out-the-money puts on the S&P 500 on some days and pay less for them on other days? This is really the key to the whole puzzle. Anyway, now that we have this data, people wanted to speculate on the future value of the VIX. So VIX futures contracts began trading and with it there came a liquid market. There doesn't need to be anything physical to back a financial product anymore. A lot of people don't trade futures, retail investors have practically only heard of ""the stock market"". So one investment bank decided to make a fund that only holds VIX futures that expire within a month. (front month futures). They split that fund up into shares and listed it on the stock market, like alchemy the VXX was formed. Volatility studies are fascinating, and get way more complex than this now that the VXX ETF also has liquid options contracts trading on it too, and there are leveraged VIX ETF funds that also trade options" The formula for determining the number of payments (months) you'll need to make on your loan is:  where i=monthly interest rate (annual rate / 12), A=loan amount (principal), and P=monthly payment. To determine the total interest that you will pay, you can use the following formula:  where P=monthly payment, N=number of payments (from above formula), and A=loan amount (principal). A quick example: using the numbers in the screenshot above ($10,000 loan, $500 monthly payment, 10% APR), the number of payments ends up to be 21.97 (which means that payment number 22 is slightly less than the rest).  In the second formula, you take that number times your $500 payment and determine that you have paid $10,984.81 over the course of the entire loan period.  Subtracting the principal, you have paid $984.81 in total interest. On your spreadsheet, the function you are looking for is NPER: NPER(rate, payment_amount, present_value, [future_value, end_or_beginning]) rate - The interest rate. (This should be the monthly rate, or the annual rate divided by 12.) payment_amount - The amount of each payment made. (For a loan payment, this should be a negative number.) present_value - The current value of the annuity. (The initial principal of the loan) future_value - [ OPTIONAL ] - The future value remaining after the final payment has been made.  (This should be 0, the default if omitted.) end_or_beginning - [ OPTIONAL - 0 by default ] - Whether payments are due at the end (0) or beginning (1) of each period. "Yes! What you are describing is an ""off-exchange"" trade and can be done using stock certificates. Here, you will privately negotiate with the seller on a price and delivery details. That is the old-school way to do it. Many companies (about 20% of the S&P 500) will not issue paper certificates and you may run a hefty printing fee up to $500 (source: Wikipedia, above). Other other type of private-party transactions include a deal negotiated between two parties and settled immediately or based on a future event. For example, Warren Buffet created a deal with Goldman Sachs where Warren would have the choice to purchase GS shares in the future at a certain price. This was to be settled with actual shares (rather than cash-settled). Ignoring that he later canceled this agreement, if it were to go through the transaction would still have been handled by a broker transferring the shares. You can purchase directly from a company using a direct stock purchase plan (SPP). Just pick up the phone, ask for their investor relations and then ask if they offer this option. If not, they will be glad for your interest and look into setting it up for you." "There is a white paper on ""The weekend effect of equity options"" it is a good paper and shows that (for the most part) option values do lose money from Friday to Monday. Which makes sense because it is getting closer to expiration. Of course this not something that can be counted on 100%.  If there is some bad news and the stock opens down on a Monday the puts would have increased and the calls decreased in value. Article Summary (from the authors): ""We find that returns on options on individual equities display markedly lower returns over weekends (Friday close to Monday close) relative to any other day of the week. These patterns are observed both in unhedged and delta-hedged positions, indicating that the effect is not the result of a weekend effect in the underlying securities. We find even stronger weekend effects in implied volatilities, but only after an adjustment to quote implied volatilities in terms of trading days rather than calendar days.""  ""Our results hold for puts and calls over a wide range of maturities and strike prices, for both equally weighted portfolios and for portfolios weighted by the market value of open interest, and also for samples that include only the most liquid options in the market. We find no evidence of a weekly seasonal in bid-ask spreads, trading volume, or open interest that could drive the effect. We also find little evidence that weekend returns are driven by higher levels of risk over the weekend.  ""The effect is particularly strong over expiration weekends, and it is also present to a lesser degree over mid-week holidays. Finally, the effect is stronger when the TED spread and market volatility are high, which we interpret as providing support for a limits to arbitrage explanation for the persistence of the effect."" - Christopher S. Jones & Joshua Shemes You can read more about this at this link for Memphis.edu" I don't see it in any of the exchange feeds I've gone through, including the SIPs. Not sure if there's something wrong with Nasdaq Last Sale (I don't have that feed) but it should be putting out the exact same data as ITCH. The NYSE holidays are listed online here: https://www.nyse.com/markets/hours-calendars I'm really sorry, but what do you mean by ISM? I googled it but found nothing.. Thanks!  Anyway, the WF product is really good indeed. Maybe we (r/finance) could start a weekly report too, quoting major reports like this one, and make some comments/analysis. That could be interesting don't you think? It would take quite some time but I think this sub lacks something like this. the strategy is tested all the way to 97. how is the continuous series backadjusted? the emini is rolledover and Ratio back adjusted to the 2nd nearest contract, 9 days prior to expiration. since it is an intraday trade, the discrepancy to the real thing should be next to irrelevant. but comparing it to the spx could make it interesting.  what would be a good format to present the results ? jpeg? pdf ?