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In the latter, you pass any Java object instance and a string describing its MIME type and then let the system deal with the appropriate encoding While potentially simpler, this means you need a lot of extra third party code responsible for dealing with these objects correctly These libraries generally don't exist at the time of this writing At this point in time, it is far easier just to do everything yourself A much better way to approach adding a single attachment is to use the setDataHandler() method Don't give up on the setContent() method yet; it will be of more use to you in the next section, but this option actually makes it easier to attach a single item to a message The DataHandler class is part of JAF.

where m is an integer. m equal to 1 and 1 corresponds to real and virtual images while m equal to 0 corresponds to the zeroth order wave, a plane wave traveling in the same direction as the original reference wave. Other values of m correspond to higher order images.

COMPLETE EXAMPLE CONFIGURATION FILES (IOS AND JUNOS SOFTWARE)

To construct an instance of it, you will need to provide either an Object/String combo or a DataSource implementation (DataSource is an interface) For most attachments you will be adding some file on disk to the system To do this you can use the FileDataSource class from JAF to do most of the hard work for you To attach a file to an e mail, use the 82.

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The rationale behind Reality Monitoring is that memories of real experiences differ in quality from memories based on ction, and that these differences in memories are re ected by differences in speech. The RM veracity assessment tool has restrictions and limitations. The restrictions are that it cannot be used with young children and probably cannot be employed when people talk about events that happened a long time ago. One limitation is that the RM criteria are poorly de ned in deception research. Different researchers have used different de nitions of the criteria, and the results regarding the cognitive operations criterion revealed how important a de nition is. We found differences between truth tellers and liars in cognitive operations, but other researchers who operationalised cognitive operations differently did not. Another limitation is that RM is not a standardised test, and issues other than

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which is 0 and is equal to zero only if G is concentrated at a point, which is not the case. This proves (12.62). Now, using the hypotheses on the inner and outer diameter of Vm , the result follows by a compactness argument.

m = 1, 2, . . . .

The proof of (1.4) follows immediately from the fact that the right-hand side is a -algebra containing C. Equation (1.4) says that a subset of RT is a Borel set if and only if it depends only on a countable set of parameter values. Hence, if T is uncountable, the set {g RT : g is a bounded function} or {g RT : g is a bounded function, |g(t)| 1 for all t T } does not belong to (C). Another simple example is the following: If T = [0, 1], then {g RT : g is a continuous function} is not a Borel set in RT , since it is obvious that there does not exist a countable subset of [0, 1] having the determining property in (1.4). These examples lead to the notion of separable process that we introduce later. 3. In the special case when = RT , A = (C), and X(t)( ) = (t), {X(t) : t T } is called a canonical process. 4. We say that the stochastic process {Y (t) : t T } is a version of the process {X(t) : t T } if P(X(t) = Y (t)) = 1 for each t T .

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