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method found in the CGI module Now look at the screen1() subroutine, which is quite simple It simply displays a Web form that has a field called name hat the user needs to fill out Note that the entire Web form is created using the start_form(), textfield(), submit(), and end_form() methods found in CGI module The form s action is not defined, which means that the script that generated the Web form is called In other words, when the screen 1 form is displayed and a user enters his or her name and clicks Submit, the same script is called with name field set to user-defined data The screen2() subroutine takes the global $name variable as an argument and uses the create_message_digest() subroutine to create a MD5 digest called $digest for the user-entered name The digest is than added to the CGI object using the param( digest , $digest), which is then entered into the screen 2 Web form using the hidden( digest ) method found in CGI module The screen 2 Web form is created using the start_form(), textfield(), hidden(), submit(), and end_form() methods found in CGI module The hidden( argument ) method simply creates an <input type=hidden name=argument value=value_found_ in_CGI_object_for_argument> tag The purpose of creating the digest and of hiding it in the Web form along with the name is that this allows us to determine whether the hidden name field was altered When the screen3() subroutine is called, it takes global variable $name and $email as arguments It also assigns local variable $oldDigest to the hidden digest stored in the CGI object Then it creates a new digest by calling the create_message_.

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In the case of bounded distributions the evaluation points move eyond the range of de nition of the distribution, and this can happen when n = 6 or 7 In some cases it occurs with as few as three variables The phenomenon is primarily controlled by the number of variables and does not result from a poor choice of probability distributions Since the main reason for adopting the modi ed point-estimate methods is to make it feasible to deal with large numbers of variables, this problem is a serious impediment Several alternatives suggest themselves First, one could use the unmodi ed pointestimate method The number of evaluations will be large (2n ), but in the days of cheap computer time, when people routinely do Monte Carlo simulations with hundreds of thousands of samples, the cost may be bearable.

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