asp.net pdf viewer annotation

asp.net pdf viewer annotation

asp.net pdf viewer annotation

asp.net pdf viewer annotation

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Single-analyzer captures work well when you want to determine the number of packets, the size of the transaction, or other characteristics about individual frames But when you want to get detailed information about how long something takes, you'll need to run an application analysis using two protocol analyzers over a more complex test network Since information about the amount of traffic is almost useless without a comparative reference to time, you will often need to determine how much of the transaction time is taking place on the network A single analyzer can know about when a packet passes by on the local segment, but the analyzer cannot know how long the packet takes to reach a remote server over a complicated network Another analyzer must be located near the server to measure when the packet is received

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The restrict (also known as select) and project operators produce subsets of a table Because users often want to see a subset rather than an entire table, these operators are widely used These operators are also popular because they are easy to understand The restrict and project operators produce an output table that is a subset of an input table (Figure 33) Restrict produces a subset of the rows, while project produces a subset of

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Figure 10-7 is a schematic diagram of a test network A user will be communicating with a remote server through a network Analyzers are set up on the local segments for the user and the server The cloud in this figure represents the rest of the network that separates the user from the server This could be a single WAN link or a complete Frame Relay cloud with many routers and switches in between It probably has a random delay associated with traffic passing through it

An alternative representation for two-dimensional data is a quadtree An example of the division of space by a quadtree appears in Figure 235 The set of points is the same as that in Figure 234 Each node of a quadtree is associated with a rectangular region of space The top node is associated with the entire target space Each nonleaf node in a quadtree divides its region into four equal-sized quadrants, and correspondingly each such node has four child nodes corresponding to the four quadrants Leaf nodes have between zero and some xed maximum number of points Correspondingly, if the region corresponding to a node has more than the maximum number of points, child nodes are created for that node In the example in Figure 235, the maximum number of points in a leaf node is set to 1 This type of quadtree is called a PR quadtree, to indicate it stores points, and that the division of space is divided based on regions, rather than on the actual set of points stored We can use region quadtrees to store array (raster) information A node in a region quadtree is a leaf node if all the array values in the region that it covers are the same Otherwise, it is subdivided further into four children of equal area, and is therefore an internal node Each node in the region quadtree corresponds to a subarray of values The subarrays corresponding to leaves either contain just a single array element or have multiple array elements, all of which have the same value Indexing of line segments and polygons presents new problems There are extensions of k-d trees and quadtrees for this task However, a line segment or polygon may cross a partitioning line If it does, it has to be split and represented in each of the subtrees in which its pieces occur Multiple occurrences of a line segment or polygon can result in inef ciencies in storage, as well as inef ciencies in querying.

In this book, the operator name restrict is used to avoid confusion with the SQL SELECT statement The operator is more widely known as select

The McGraw Hill Companies, 2001

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