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The Matrix is your "home base" for working with an asset, watching specific markets, and analyzing prospective trades. View all of an asset’s options the way your mind likes to see them - with the expiration months across and the strikes down. Here you will see vital data about actuals, futures, options, and your total position. Everything in the Matrix is about what is happening in the options based on 20-minute delayed data. The Matrix is packed with information that is valuable to “what-ifing” prospective trades. Here you can enter existing and/or contemplated positions and graphically analyze them.
The Actuals section appears when one or more actuals are defined. Within this section the base actual comes first, the related actual (if any) comes next, and convertible securities (if any), farther to the right. The Futures section appears when one or more futures contracts are defined. Within this section the nearby futures contract comes first, followed by increasing contract months to the right. The numbers in angle brackets (in the month headings) indicate the days remaining until first delivery. In the Options section, the nearby month comes first, followed by farther months to the right. The numbers in angle brackets (in the month headings) indicate the days remaining until expiration. Strike prices, indicated at the left, are usually arranged in descending order. An angle mark indicates the nearest-the-money strike. Within the Options section, calls are displayed in the top section and puts in the bottom section, with a dividing line between them. The Matrix groups parameters into cells. Each cell represents an individual item (e.g. option, future, stock, etc.). To see cell layout, click the Legend button. Here is how data is displayed within each section:
Cell Parameters If the option has not traded today, the Matrix displays “..r..”
in the Last field. You should seldom see this in nearby months, but the
quotes retrieval activity often puts r’s in the Last field. Change (Chg), Bid (Bid), Asked (Asked), High
(High), Low (Low), Volume (Volume) Symbol Trade At Price Mid Implied Volatility (MIV) This particular volatility, Mid Implied Volatility (midpoint between bid and asked), is computed using the Market Price of an option. You can think of implied volatility as the options pricing model being worked “backwards” to determine volatility, normally one of the key inputs in any options pricing formula. In truth, pricing models cannot be inverted and solved for volatility. Implied volatility has to be derived by working the pricing model “forward” repeatedly, experimenting intelligently with different volatilities, until the theoretical option price converges with actual market price. Implied volatility is computed for all options which meet the following criteria: • There has to be a representative Market Price for the option. MIV is the most useful indicator of over- and under-valuation for an option. When you see an option that has a MIV of 28% among an array of options that are mostly around 19%, you know you have an overpriced option.
When you have a position in the Matrix, the Summary section displays the margin requirements, cash flow, and total “greeks” for the position. The Summary section will also show you the current value and gain/loss
for your existing position in this asset, plus the average implied volatility
and the put/call volume ratio for this asset. Net and Gross Requirements Initial Gross Requirements Maintenance Gross Requirements Net Requirements Cash/Init Cash Flow Current Value (Cur. Value) Gain/Loss Commissions (Commis) Delta, Gamma, Theta, and Vega For example, Delta is the delta of your whole position in this asset including all the options, futures, the base actual, the related actual, and convertible securities, if any. For a one point increase in the price of the underlying, this is how much money you would theoretically gain (if positive) or lose (if negative) on the position as a whole. Average IV (Avg.IV) Calls.IV, Puts.IV Put/Call
Ratio (P/C (Vol) Analysis Graphically analyzing a position is fairly simple. All you do is enter your position into the Matrix and click Analyze to see a graph representing the performance of your position across a range of future underlying prices. The different lines in the graph show how your position will perform at different projected dates. Graphic Analysis Window The Graphic Analysis starts with the current price of the underlying in the center, and approximately a two standard deviation price range along the horizontal axis. Numeric Readouts The program shows the projected P/L (profit/loss), Delta, Gamma, Theta, and Vega for the currently selected line at each price interval. Each of these numbers corresponds to the price on the horizontal axis directly above it. The information in the bottom-left corner tells you exactly what you are looking at. The date you are projecting, the volatility change you have projected, and the amount of capital provided. Below this the expected return (E.R.), standard deviation of returns (+/-), your break-even point(s) (B.E.), and the probability of profit (P.P.). Expected return, standard deviation of returns, and probability of profit figures are based on a bell curve price projection centered on today’s price. Also associated with the currently selected line are the colored bars just inside the graph area, along the bottom. These represent the first (fuchsia) and second (aqua) standard deviations of probable underlying price distributions, based on volatility and time projection. If you select a line representing a closer time projection, you should see the colored bars shrink, because the probability distribution is narrower. If you select the line representing today’s projection, the colored bars will disappear because with no time, there can be no probability distribution. The volatility for computing the following — • Probability of Profit — is determined as follows: Using a “bell” target for an asset, Graphic Analysis uses the volatility associated with the target. Otherwise, the program uses the recent SV, if available. If SV is unavailable, the program uses current Grand Average IV.
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