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The 2,000,000 that appears in the first hash join probably comes from the predicate t2.join2 = t1.join2, using the selectivity of 1/50. I suspect that the 125,000 in the second hash join is generated by considering a selectivity of 1/40 on the join predicate t2.join1 = t1.join1, but then introducing an inappropriate, and incorrectly applied, factor of 5% (the bind selectivity factor) to eliminate rows that have previously been identified by the join2 predicate. There are two ways you could find out the right answer for the cardinality; one of them is simply to rewrite the query in an equivalent form, show here with its execution plan: select t1.v1, t2.v1 from t1, t2 where t2.join2 = t1.join2 union all select t1.v1, t2.v1 from t1, t2 where t2.join1 = t1.join1 and t2.join2 != t1.join2 ;

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allow you to use this feature for some schema designs. For example, if you have child elements with the same name but different parent elements a perfectly valid schema definition the Data view won t be available.

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Execution Plan (10.1.0.4 autotrace) ---------------------------------------------------------0 SELECT STATEMENT Optimizer=ALL_ROWS (Cost=120 Card=4450000 Bytes=139300000) 1 0 UNION-ALL 2 1 HASH JOIN (Cost=60 Card=2000000 Bytes=56000000) 3 2 TABLE ACCESS (FULL) OF 'T1' (TABLE) (Cost=28 Card=10000 Bytes=140000) 4 2 TABLE ACCESS (FULL) OF 'T2' (TABLE) (Cost=28 Card=10000 Bytes=140000) 5 1 HASH JOIN (Cost=60 Card=2450000 Bytes=83300000) 6 5 TABLE ACCESS (FULL) OF 'T1' (TABLE) (Cost=28 Card=10000 Bytes=170000) 7 5 TABLE ACCESS (FULL) OF 'T2' (TABLE) (Cost=28 Card=10000 Bytes=170000) As you can see, when written as an explicit union all, rather than allowing the optimizer to generate its implicit concatenation, you get a very different cardinality on the second half of the query. The alternative way to decide that the cardinality of 2,125,000 is incorrect and that 4,450,000 is right is to fall back on the formula for combining predicates that we first saw in 3: The selectivity selectivity selectivity selectivity of of of of (predicate1 OR predicate2) = (predicate1) + (predicate2) (predicate1 AND predicate2) -- or you count the overlap twice

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I suggest you use Google as there is a lot of information on the topic: http://en. lmgtfy.com/?q=ucc+ ean - 128 +barcode+generator[^]. —SA.

Only Bubble charts use this type of plot. Like all other two-axis plots, it lets users control the labels displayed for each axis. Listing 13-20 gives the JRXML syntax for the Bubble plot. Listing 13-20. JRXML Syntax <!ELEMENT bubblePlot (plot, xAxisLabelExpression , xAxisFormat , yAxisLabelExpression , yAxisFormat )> <!ATTLIST bubblePlot scaleType (BothAxes | DomainAxis | RangeAxis) "RangeAxis" >

From the test cases we ve used so far (mainly join_card_01.sql and join_card_04.sql), we already know the individual selectivities: t1.join1 = t2.join1 t1.join2 = t2.join2 t1.join1 = t2.join1 and t1.join2 = t2.join2 1/40 1/50 1/2000

Microsoft has made a substantial commitment to XML with the .NET platform. The .NET Framework contains namespaces that encompass classes implementing almost every XMLrelated standard, as illustrated in Figure 8-5.

Hence the selectivity of the t1.join1 = t2.join1 or t1.join2 = t2.join2 should be as follows: 1 / 40 + 1 / 50 - 1 / 2000 = 89 / 2000 = 0.0445

Figure 8-5. .NET Framework support for XML standards In the upcoming examples, you will use classes contained in the System.Xml and System.Xml.Schema namespaces to load and validate an XML file, ready for use in our web application. After that, you ll be ready to start issuing queries using XPath, and we ll look at the options you have when dealing with in-memory XML documents.

The plot draws an ellipse for each item present in the dataset for a given series. Usually this is a circle whose radius is specified by the Z value in that chart item. However, the plot needs to know whether the Z value is proportional to its corresponding X value or to its corresponding Y value in order to calculate the actual size of the bubble. The type of bubble scaling is specified by the scaleType attribute that the plot exposes: Range axis scaling: The bubble is a circle with the radius proportional to the Y value for each item (scaleType="RangeAxis"). Domain axis scaling: The bubble is a circle with the radius proportional to the X value for each item (scaleType="DomainAxis"). Scaling on both axes: The bubble is an ellipse with the height proportional to the Y value and the width proportional to the X value for each item (scaleType="BothAxes"). By default, bubbles scale on the range axis.

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