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And most of all, it s what s encouraged in society because idealists are the ones who cause all the trouble But there are alternatives It s not impossible to get the best of both worlds especially if your skills are truly in demand You can set conditions and draw lines that you absolutely will not cross You can use some of the money you make to somehow strengthen the community that helped bring you to this point And, most importantly, you can remain a part of that community and not lose touch with those heading down different paths The learning process never ends We ve deliberately avoided mentioning all but the most general goals since everyone has different priorities The only real common goal we should all share is keeping our community alive in some form and using our gains to advance the future.

Figure I 1: An example node tree Most of these types of nodes have a name (such as the name of an element or an attribute), and they all have a string value that is used when comparing nodes with each other. Each node also has a base URI, which is usually the URI of the document or entity that it comes from. The top node of any node tree is the root node. The top most element in a document is called the document element. In a well formed XML document, only one document element ever exists. The nodes that appear within a node in a node tree are known as its children. As you might expect, then, every node except for the very top node has a parent. In most instances, a node's parent is an element node, with the only exception to this being nodes that are directly under the root node (the document element and any top level processing instructions or comments). Note Attributes and namespace nodes fit into the node tree at an odd angle. Their parent is the element that they're associated with, but they are not counted as children of that element.

an individual thread This implies that translators are free to reorder and/or ignore operations (including shared operations) as long as the restrictions found in Section 5123 of [2] are observed 2 A further restriction applies to strict references For each strict reference, the restrictions found in Section 5123 of [2] must be observed with respect to all threads if that reference is eliminated (or reordered with respect to all other shared references in its thread) 3 Equally, the behavior of strict shared references can be de ned as follows.

Label each access to a shared object S(i,j) or R(i,j), where S represents a strict shared access (read or modify), R represents a relaxed shared access (read or modify), i is the thread number making the access, and j is an integer that increases monotonically as evaluation of the program (in the abstract machine) proceeds from startup through termination The abstract order is a partial ordering of all accesses by all threads such that an access x(a,b) occurs before y(c,d) in the ordering if a==c and b < d The actual order (k) for thread k is another partial order in which x(a,b) occurs before y(c,d) if thread k observes the x access before it observes the y access A thread observes all accesses present in the abstract order which affect either the data written to les by it or its input and output dynamics as described in Section 5.

functional world, starting outside the system and moving inside the system. The technical view addresses standards and conventions. Each of three views has a number of products, which are subviews for that higher level view that capture a subset of the entities and relationships relevant to the view. It is important to conceive of the DoDAF as containing a central database of all the entities and relationships. Each product of each view is then a representation of a subset of that central database. The developers of the DoDAF strove to create a structure that would work for any type of system. Unfortunately, that produced a framework that is too complex and extensive for any speci c system. References include Levis and Wagenhals [2000] and Dam [2006]. 1.4.4 SysML

123 of [2] The least requirements on a conforming implementation are that: x(a,b) must occur before y(c,d) in actual order (e) if a==c and a==e and b < d x(a,b) must occur before y(c,d) in actual order (e) if a==c and b < d and ((x==S) or (y==S)), for all e unless such a restriction has no effect on either the data written into les at program termination OR the input and output dynamics requirements described in Section 5123 of [2]..