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void CycloSampleTwo(int value) { if (value !=0) { if (value < 0) value += 1; else { if (value == 999) //special value value = 0; else //process all other positive numbers value -= 1; } } }

TABLe 11-1

17 19 24 20

If you want to access personalization data on a page, you can do so through the Profile property on the HttpContext object. Before the request begins its processing cycle, the Profile property is set with an instance of a dynamically created class that was created after the user profile defined in the web.config file. When the page first loads, the profile properties are set with their default values (if any) or are empty objects. They are never null. When custom or collection types are used to define properties, assigning default values might be hard. In our example, we defined a string collection object the property Links but giving that a default value expressed as a string is virtually impossible. At run time, though, the Links property won t be null it will equal an empty collection. So how can you manage default values for these properties

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In every row, you can find a proposition For example, the second row represents a proposition saying that an employee with an ID of 19 is named Alejandro and lives in Bogot , Colombia In the table s header, you can find the predicate for this proposition: an employee with ID employeeid (a positive integer) is named name (an arbitrary string) and lives in city (a value from cityenum, an enumeration of cities) The names posint, string, and cityenum in the table s header are the domains for the predicate s variables Domains limit the values of the propositions Because the domain of EmployeeID is the set of positive integers, an employee s ID cannot be lower than zero Within each row, the city must come from the city list cityenum Domains constrain the universe of discourse they constitute the things you can talk about .

The previous two examples are in all probability much simpler than most code you will find in production, and creating a complete set of test cases for these code examples would be relatively quick work. For simple functions, calculation of cyclomatic complexity is straight- forward and easily performed manually. For large functions with many decision points, or for automatically calculating cyclomatic complexity across a large code base, many tools are available (including tools from McCabe such as McCabe IQ, [3] or free tools such as CCCC, NDepend, and Code Analyzer). For managed code development, several free tools are on the market that calculate the cyclomatic complexity of a given piece of code, including Sourcemonitor, Reflector, and FxCop. A primary use of cyclomatic complexity is as a measurement of the testability of a function. Table 7-1 contains McCabe's guidelines on using cyclomatic complexity. Table 7-1: Cyclomatic Complexity Risk Analysis Open table as spreadsheet Cyclomatic complexity Associated risk 1 10 11 20 21 50 50+ Simple program with little risk Moderate complexity and risk High complexity and risk Very high risk/untestable

Relations are sets of propositions the truths you utter about things With domains and relations, you can describe the whole subsystem of employees Therefore, domains and relations are necessary and sufficient to represent reality These are the most important concepts in the relational world I have to emphasize the constraining role of domains Propositions are assertions of fact, and databases are structured collections of propositions A database represents the world correctly if it is a collection of the true propositions about the world Data integrity is the assurance that data is consistent and in accordance with business rules Do please note that data integrity cannot guarantee that data is correct; no constraint can guarantee that the row (19, Alejandro, Bogot ) is in the table only if Alejandro truly lives in Bogot Constraints help you maintain data integrity .

Properties that don t have a default value can be initialized in the Page_Load event when the page is not posting back. Here s how you can do that:

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