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In strap-down system applications, the platform cannot be mechanically torqued to cause alignment with the gravity and Earth rate vectors Instead, the misalignment is estimated and used to correct the variables required to compute the direction cosine matrix The computed speci c force vector in the body and navigation frames f are related according to n = Rn b The corresponding error model is f b n f = = (I [ ]) Rn f b + f b b f Pf +

Normally, the optimizer would start out by looking to perform a fourway join in the most optimal way, between the SALES, CUSTOMERS, PRODUCTS, and TIMES tables Although the dimension tables are much smaller than the SALES fact table, performing a multiple-way join can still be costly, especially since the point of the join is simply to use the Cartesian product of the dimensional join to identify the rows in the fact table for the SUM operation

(11148) (11149)

to rst order, where f b represents the sum of the speci c force measurement errors For a system assumed to be stationary, the actual speci c force is the sum of gravity and disturbance accelerations In the geographic frame, fn = 0 0 g + fd

2:

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of the underlying stock Correlate that row of prices to the code letter This will be the last letter of your ticker symbol Using Figures 23 and 24, practice putting together option ticker symbols if you are not familiar with the codes Try putting together an April 4000 call for Wal-Mart (root symbol WMT) From Figure 23 you can nd the April column and the call option row and you will see the symbol is D From Figure 24 you can nd the 40 strike price and the letter associated with it at the beginning of the row will be H You should come up with the symbol WMTDH The symbols will vary a bit between different quote systems and electronic trading platforms, but the code will remain this same Some quote systems will have a dot in front of the code to denote that it is an option quote; some may have a X or O after the code There are variations among providers, but just being familiar with

where fd represents the navigation frame disturbances These disturbances can be expected to be high frequency, but the amplitude and spectral content are not accurately known and may be time varying Disturbance motion can be decreased by mechanical isolation The residual navigation frame speci c force measurement is described by f f = f n n n = Pf Rn f b + fd b 0 D E 0 N = D E 0 N 0 g 0 N 0 0 E = g 0 0 0 D (11150) (11151)

0 0 Rn f b + fd (11152) b g Rn f b + fd b (11153)

Before you can understand the true power of the star transformation, you will have to understand a type of index called a bitmap index This index differs from a normal B*-tree index in that the bitmap index includes a string of bits that represent individual rows in the underlying table for each value in the index If the index column in the row has a particular value, that bit is set to 1 (turned on) for that row in the string of bits for that index value Bitmap indexes are particularly suited to data warehouse scenarios, where the cardinality of the index is very low The beauty of the bitmap is when the index is used for selection or joins Because the values are indicated by individual bits, the server can use a bitwise operation to compare two bitmap indexes, and bitwise operations are extremely fast So if you have a query that is looking to use multiple selection criteria and each of these criteria is represented in a bitmap index, the server simply does a few fast operations instead of multiple selection operations When a star transformation is performed, the optimizer recognizes that the targets of the query are tables that exist in a star schema, with a bitmap index on each of the dimension values The optimizer rewrites the query to include subselects that take advantage of these bitmap indexes, resulting in this query:

Based on eqn (11153), two approaches are possible for estimating the alignment error In the rst approach, the measurement f = H x Rn a + fd b

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